Barbara makes $180 per week. Jean's weekly income is $80 more than half of Betty's weekly income of $200. Betty's half is $100, so Jean makes $80 + $100 = $180. The conference had 3600 participants, half signed up for meals which is 1800. One in twelve of those have special dietary needs which is 1800/12 = 150 people. At the same rate to service 6 typewriters for 3 months would cost $90. The office's total non-personnel expenses for December were $5520.
This document contains 71 multiple choice questions covering a wide range of topics including mathematics, English, science, and Filipino language. The questions assess knowledge of concepts like exponential functions, ratios, geometry, grammar, history, and current events. They require understanding of ideas and applying reasoning to select the best answer among the options provided for each question.
Utilize the ASVAB CEP Test and Interpretation to assist your students with finding careers based on personality and intellect. There is no cost for the program.
This document contains a review for Units 7-8 covering ratios, proportions, percents, and conversions between measurement systems. It includes 38 multiple choice questions testing these concepts along with the teacher's answers. The review covers topics like ratios, rates, proportions, percents, conversions between fractions, decimals, and percentages, word problems involving discounts, tips, and taxes. Measurement conversions between customary and metric units are also assessed, including problems involving gallons, quarts, cups, ounces, yards, and feet.
Work the following math problem Question 1Duke takes a car i.docxdunnramage
Work the following math problem
Question 1
Duke takes a car in for basic service. The service agent says a few extra repairs are needed, so Duke adds the cost of those repairs mentally, rounding to the nearest 10. What is Duke's total estimate for the repairs? The costs are as follows:
Wheel alignment: $82
Transmission fluid flush: $157
Cabin air filter: $58
Note
: 4 or less rounds down, 5 or more rounds up. For example, 14 becomes 10, while 15 becomes 20.
A. 280 B. 290 C. 300 D. 310
Question 2
Many gas stations give a discount for using cash instead of a credit card. A gas station gives a discount of 10 cents per gallon. William plans to pump 14 gallons. How much will William save by paying cash instead of credit card? A. 10 cents B. 24 cents C. 100 cents D. 140 cents
Question 3
A new company president is said to have caused the company "to do a 180." Before the new president, the company was losing money. What is the company most likely doing under the new president? A. Losing a lot more money B. Losing a little more money C. Losing the same amount of money D. Making money rather than losing
Question 4
Mo is on a baseball team and hears that a ball thrown at a 45 degree angle from the ground will travel the furthest distance. How should Mo release the ball for the furthest travel? A. Nearly straight ahead, parallel to the ground B. About halfway between straight ahead and straight up C. About 2/3 of the way straight up D. Nearly straight up, directly above his head
Question 5
One rule of thumb in the fast-food restaurant business is a "4 times markup": The price of a food item should be four times the price of the ingredients used in making the item. If the cost of ingredients used in making a taco is 1.5 dollars, what should be the price of the taco? A. 6 dollars B. 7.5 dollars C. 5.5 dollars D. 4 dollars
Question 6
Alex invests $2,000 in a company's stock. After a year, the value of Alex's stock has increased to $2,500. What rate of return has Alex received? A. 50% B. 80% C. 25% D. 11%
Question 7
Travel Ez sells dollars at a rate of ($1.40)/(1 euro) and buys dollars at a rate of ($1.80)/(1 euro). At the beginning of a trip, Sophie exchanged $540 to get 300 euros. At the end of the trip she is left with 40 euros, so she exchanges the 40 euros back to dollars. How many dollars will Sophie get in exchange? A. $72 B. $22 C. $56 D. $28
Question 8
Ryan remembers numbers using images that look somewhat like each number: 0 is a ball, 1 is a stick, 2 is a hanger, 3 is a comb, 4 is a kite, etc. Ryan remembered a 4-digit phone extension with this story: A person uses a hanger to pop a ball, then flies two kites. What number is Ryan likely remembering? A. 2,044 B. 2,042 C. 2,004 D. 220
Question 9
Convert 2 3/4 to a decimal number. A. 0.75 B. 1.50 C. 2.3 D. 2.75
Question 10
Consider a cookie recipe in which 1 1/2 cups of chocolate chip.
The document contains a past MAT exam paper from 2004 containing questions in quantitative ability and verbal ability sections. In the quantitative section, there are 40 multiple choice problems testing concepts like fractions, percentages, ratios, averages, profit/loss, time/work, mixtures, pipes/cisterns, trains, and geometry. In the verbal section, there are 3 multiple choice questions testing word meanings and a passage with 4 blanks to be filled with suitable words. The document provides an old exam paper as a resource for MAT exam preparation.
This document appears to be a mathematics post-test from September 2008 consisting of 57 multiple choice questions covering various math topics such as arithmetic, algebra, geometry, ratios, and word problems. The test was administered by the St. Louis Review Center in Manila, Philippines and includes questions testing concepts like operations with fractions and decimals, properties of numbers, measurement conversions, and geometric shapes.
FellowBuddy.com is a platform which has been setup with a simple vision, keeping in mind the dynamic requirements of students.
Our Vision & Mission - Simplifying Students Life
Our Belief - “The great breakthrough in your life comes when you realize it, that you can learn anything you need to learn; to accomplish any goal that you have set for yourself. This means there are no limits on what you can be, have or do.”
Like Us - https://www.facebook.com/FellowBuddycom-446240585585480
Interest Assignments
Partnership Assignments
Percentages Assignment
Profit and Loss
Assignments
Proportion Assignments
Set Theory Assignments
Time and Distance Assignments
Time and Work Assignments
Permutation Assignments
Allegation Assignments
AP,GP Assignments
This document contains 71 multiple choice questions covering a wide range of topics including mathematics, English, science, and Filipino language. The questions assess knowledge of concepts like exponential functions, ratios, geometry, grammar, history, and current events. They require understanding of ideas and applying reasoning to select the best answer among the options provided for each question.
Utilize the ASVAB CEP Test and Interpretation to assist your students with finding careers based on personality and intellect. There is no cost for the program.
This document contains a review for Units 7-8 covering ratios, proportions, percents, and conversions between measurement systems. It includes 38 multiple choice questions testing these concepts along with the teacher's answers. The review covers topics like ratios, rates, proportions, percents, conversions between fractions, decimals, and percentages, word problems involving discounts, tips, and taxes. Measurement conversions between customary and metric units are also assessed, including problems involving gallons, quarts, cups, ounces, yards, and feet.
Work the following math problem Question 1Duke takes a car i.docxdunnramage
Work the following math problem
Question 1
Duke takes a car in for basic service. The service agent says a few extra repairs are needed, so Duke adds the cost of those repairs mentally, rounding to the nearest 10. What is Duke's total estimate for the repairs? The costs are as follows:
Wheel alignment: $82
Transmission fluid flush: $157
Cabin air filter: $58
Note
: 4 or less rounds down, 5 or more rounds up. For example, 14 becomes 10, while 15 becomes 20.
A. 280 B. 290 C. 300 D. 310
Question 2
Many gas stations give a discount for using cash instead of a credit card. A gas station gives a discount of 10 cents per gallon. William plans to pump 14 gallons. How much will William save by paying cash instead of credit card? A. 10 cents B. 24 cents C. 100 cents D. 140 cents
Question 3
A new company president is said to have caused the company "to do a 180." Before the new president, the company was losing money. What is the company most likely doing under the new president? A. Losing a lot more money B. Losing a little more money C. Losing the same amount of money D. Making money rather than losing
Question 4
Mo is on a baseball team and hears that a ball thrown at a 45 degree angle from the ground will travel the furthest distance. How should Mo release the ball for the furthest travel? A. Nearly straight ahead, parallel to the ground B. About halfway between straight ahead and straight up C. About 2/3 of the way straight up D. Nearly straight up, directly above his head
Question 5
One rule of thumb in the fast-food restaurant business is a "4 times markup": The price of a food item should be four times the price of the ingredients used in making the item. If the cost of ingredients used in making a taco is 1.5 dollars, what should be the price of the taco? A. 6 dollars B. 7.5 dollars C. 5.5 dollars D. 4 dollars
Question 6
Alex invests $2,000 in a company's stock. After a year, the value of Alex's stock has increased to $2,500. What rate of return has Alex received? A. 50% B. 80% C. 25% D. 11%
Question 7
Travel Ez sells dollars at a rate of ($1.40)/(1 euro) and buys dollars at a rate of ($1.80)/(1 euro). At the beginning of a trip, Sophie exchanged $540 to get 300 euros. At the end of the trip she is left with 40 euros, so she exchanges the 40 euros back to dollars. How many dollars will Sophie get in exchange? A. $72 B. $22 C. $56 D. $28
Question 8
Ryan remembers numbers using images that look somewhat like each number: 0 is a ball, 1 is a stick, 2 is a hanger, 3 is a comb, 4 is a kite, etc. Ryan remembered a 4-digit phone extension with this story: A person uses a hanger to pop a ball, then flies two kites. What number is Ryan likely remembering? A. 2,044 B. 2,042 C. 2,004 D. 220
Question 9
Convert 2 3/4 to a decimal number. A. 0.75 B. 1.50 C. 2.3 D. 2.75
Question 10
Consider a cookie recipe in which 1 1/2 cups of chocolate chip.
The document contains a past MAT exam paper from 2004 containing questions in quantitative ability and verbal ability sections. In the quantitative section, there are 40 multiple choice problems testing concepts like fractions, percentages, ratios, averages, profit/loss, time/work, mixtures, pipes/cisterns, trains, and geometry. In the verbal section, there are 3 multiple choice questions testing word meanings and a passage with 4 blanks to be filled with suitable words. The document provides an old exam paper as a resource for MAT exam preparation.
This document appears to be a mathematics post-test from September 2008 consisting of 57 multiple choice questions covering various math topics such as arithmetic, algebra, geometry, ratios, and word problems. The test was administered by the St. Louis Review Center in Manila, Philippines and includes questions testing concepts like operations with fractions and decimals, properties of numbers, measurement conversions, and geometric shapes.
FellowBuddy.com is a platform which has been setup with a simple vision, keeping in mind the dynamic requirements of students.
Our Vision & Mission - Simplifying Students Life
Our Belief - “The great breakthrough in your life comes when you realize it, that you can learn anything you need to learn; to accomplish any goal that you have set for yourself. This means there are no limits on what you can be, have or do.”
Like Us - https://www.facebook.com/FellowBuddycom-446240585585480
Interest Assignments
Partnership Assignments
Percentages Assignment
Profit and Loss
Assignments
Proportion Assignments
Set Theory Assignments
Time and Distance Assignments
Time and Work Assignments
Permutation Assignments
Allegation Assignments
AP,GP Assignments
This document contains a 65-item mathematics post-test from April 2010 administered by St. Louis Review Center, Inc. in San Pablo City. The test contains multiple choice, problem solving, and other math questions testing topics like averages, percentages, word problems, operations, and algebraic expressions. It provides the questions, possible answer choices for each, and requests that test takers select the best answer.
This document contains a 25 question GAT (Graduate Aptitude Test) with questions in the areas of logical reasoning, math, English, and general knowledge. The test includes questions that require identifying relationships between words and concepts, finding odd ones out, completing word patterns and series, solving math word problems, and determining analogies.
This document contains a first quarter exam with 40 multiple choice questions covering topics in mathematics such as place value, rounding, operations, word problems, and estimations. The questions test skills in identifying place values, comparing and ordering numbers, performing calculations using the four operations, and solving real-world math word problems involving money, measurement, and sharing quantities.
K TO 12 GRADE 4 DIAGNOSTIC / PRE TEST IN MATHEMATICSLiGhT ArOhL
This document contains a 30-question math pre-test with multiple choice answers. The test covers topics like word problems involving rates, percentages, fractions, ratios, and more. An example word problem asks how much 4 kilograms of chicken would cost if chicken is ₱210 per kilogram. The correct answers are to be filled in on an answer sheet.
1. The document contains 44 math word problems for students in Class 6. The problems cover a range of topics including percentages, ratios, time, speed, distance, mixtures, averages, and more.
2. For each problem, students are asked to choose the correct answer from four multiple choice options (a, b, c, or d).
3. The level of difficulty of the problems varies, with some being more straightforward calculations and others requiring multiple steps to solve.
The document contains 31 multiple choice questions covering a variety of math and data interpretation topics. The questions range in difficulty from basic operations and fractions to word problems involving rates, ratios, and conversions between measurement units. The final three questions analyze budgets and time calculations.
FellowBuddy.com is a platform which has been setup with a simple vision, keeping in mind the dynamic requirements of students.
Our Vision & Mission - Simplifying Students Life
Our Belief - “The great breakthrough in your life comes when you realize it, that you can learn anything you need to learn; to accomplish any goal that you have set for yourself. This means there are no limits on what you can be, have or do.”
Like Us - https://www.facebook.com/FellowBuddycom-446240585585480
1. Order the following decimals from smallest to largest: 0.35, 0.6, 0.9, 13, 39%, 47, 64%, 93%
2. Complete tables showing decimal multipliers for percentages and use them to calculate percentages of given numbers
3. Calculate 73% of 600 people to determine how many adults were at the cinema
This document contains a 25-question math test covering decimals, percentages, word problems involving money, time, weight, and rate. Students are asked to choose the correct answer from multiple choice options for questions involving multiplying and dividing decimals, calculating percentages, converting between units, and solving multi-step word problems.
This document provides direction for 7 multiple choice questions related to simple equations. For each question, there are 2 statements provided (I and II) and the answer choices indicate whether the question can be answered using statement I alone, statement II alone, both statements together, or neither statement. The document does not provide the actual questions or statements, just the format and structure for how to answer questions 1-7 that will be presented.
The document provides directions for 7 multiple choice questions related to simple equations and data sufficiency. For each question, statement I and statement II are provided, and the answer choices indicate whether the question can be answered using statement I alone, statement II alone, both statements together, or neither statement. The questions cover topics like determining values, profit percentages, prices, ages, and speeds based on the information given.
The document is a reading comprehension passage about an incident involving a fisherman who saves a drowning man by pulling him into his boat with a boathook, accidentally piercing the man's eye in the process. The injured man later sues the fisherman for damages. In court, a fool suggests determining the fisherman's guilt by throwing the injured man back into the sea where he was rescued. Fearing this, the injured man drops the case, showing his true ungrateful nature. The narrator concludes that helping those of ill intent will not earn their gratitude.
PERIODICAL TEST. For Elementary school pptxFelcherLayugan
This document contains a mathematics test with multiple choice questions covering topics like number sense, operations, place value, rounding, and word problems. It also contains a music test with multiple choice questions about musical notation, time signatures, conducting, and musical elements. The tests provide the questions and multiple choice answers but no answers are indicated as correct.
The document contains 50 aptitude questions with answers from a website for practice tests. The questions cover a range of topics including percentages, ratios, probability, time/work word problems, and more. For each question, the corresponding answer is provided. The document encourages visitors to the site to practice more questions on various topics.
Multiple Choice Questions (Enter your answers on the enclosed answer.docxclairbycraft
Multiple Choice Questions (Enter your answers on the enclosed answer sheet)
Choose the one alternative that best completes the statement or answers the question.
Write the word name for the given number. 1. 22,000,674
a. Twenty-two million, six thousand seventy-four
b. Two million, two thousand, six hundred seventy-four
c. Twenty-two hundred million, six hundred seventy-four
d. Twenty-two million, six hundred seventy-four
2. 2,601,400,070
a. Two hundred sixty million, one hundred forty thousand, seventy
b. Two hundred sixty-one million, four hundred thousand, seven hundred c. Two billion, six hundred one million, four hundred thousand, seventy d. Two billion, six hundred one million, forty thousand, seventy
Write each whole number in standard form.
3. Andy collected eighty-two thousand dollars for his campaign.
a. 8200
b. 82,000
c. 80,002
d. 802,000
Add.
4. 7,651 + 3,874 =
a. 11,525
b. 34,636
c. 31,487
d. 12,678
5. 148 + 55 =
a. 226
b. 212
c. 203
d. 213
Solve.
6. A town’s population in 1976 was 111,835. By the year 2000 it had increased by 25,952. How many people lived there in 2000?
a. 137,787 people
b. 138,787 people
c. 136,787 people
d. 137,887 people
Subtract.
7. 9699 - 5554 =
a. 9145
b. 4145
c. 4037
d. 4137
Subtract. Use borrowing, if necessary. 8. 83,128 - 58,955 =
a. 24,163
b. 24,123
c. 32,173
d. 24,173
Multiply.
9. 62 × 9 =
a. 551
b. 658
c. 548
d. 558
Provide an appropriate response.
10. What is x if x = 7 ∙ 1 ∙ 5 ∙ 0?
a. x = 35
b. x = 13
c. x = 1
d. x = 0
Simplify.
11. 63 × 83 - (6 - 4) =
a. 286
b. 300
c. 2549
d. 5227
Write using exponential notation. 12. 9 × 9 × 9 × 9
a. 94
b. 94
c. 36
d. 92
Round as indicated.
13. 7101 to the nearest hundred
a. 7100
b. 7110
c. 7000
d. 7200
Solve.
14. A store has gross revenues of $6122, $6695, $4363, and $4601 in its first four weeks of business. What was the gross revenue for those four weeks?
a. $21,881
b. $21,781
c. $20,781
d. $22,331
15. Leslie enjoys skiing in the winter. Last year she skied 21 times and spent a total of $693. How much did it cost her each time?
a. $14,553
b. $672
c. $34
d. $33
Write the fraction.
16. Of the 157 students at a high school, 35 are sophomores. What fraction of the students are sophomores?
a. 157/35
b. 35/157
c. 35/122
d. 122/35
Reduce the fraction by finding a common factor in the numerator and in the denominator and dividing by the common factor.
17. (55/65)
a. (55/65)
b. (5/13)
c. (11/13)
d. (11/5)
Identify if the whole number is prime or composite.
18. 30
a. Prime
b. Composite
Write the improper fraction as a mixed or whole number.
19. (252/11)
a. (11/252)
b. 252252/11
c. 2521 52
d. 2210/11
Reduce the improper fraction.
20. 99/44
11/4
9/11
9/4
4/11
Change to a mixed number and reduce.
21. (344/20)
a. 17
b.174/5
c. 171/5
d. 175/4
Multiply. Write the answer in simplest form.
22. (3/7) × (1/9) =
a. (1/21)
b. (1/4)
c. (7/27)
d. (4/63)
Solve. Write the answer in simplest form.
23. Julie’s Cinema received $5460 i ...
This document contains a quantitative aptitude test with 42 multiple choice questions. The questions cover a range of topics including ratios, mixtures, profit and loss, simple and compound interest, time and work problems. The test is designed to evaluate skills in math, problem solving, and logical reasoning. Candidates have 90 minutes to answer the questions, with each correct answer earning 3 marks and an deduction of 1 mark for incorrect answers.
Percentage set PEA 305 Analytical Skills with solutionsamansuryawanshi2
This document contains 36 math word problems related to percentages. The problems cover a range of concepts including calculating percentages of quantities, percentage increases and decreases, and multi-step word problems involving multiple percentages. The full set of problems would test a student's understanding and ability to set up and solve various percentage calculations.
FellowBuddy.com is a platform which has been setup with a simple vision, keeping in mind the dynamic requirements of students.
Our Vision & Mission - Simplifying Students Life
Our Belief - “The great breakthrough in your life comes when you realize it, that you can learn anything you need to learn; to accomplish any goal that you have set for yourself. This means there are no limits on what you can be, have or do.”
Like Us - https://www.facebook.com/FellowBuddycom-446240585585480
This document provides a summary of mathematics content and activities for Grade VII students in Indonesia. It covers two chapters:
Chapter 1 focuses on whole numbers, including expressing temperatures in whole numbers, performing calculations with whole numbers, drawing number lines, and solving word problems involving addition, subtraction, multiplication and division of whole numbers.
Chapter 2 covers fractional numbers, including writing fractions in numeral and word form, reducing fractions to simplest form, comparing and ordering fractions, expressing fractions as mixed numbers or whole numbers, and performing calculations with fractions.
This document contains a 65-item mathematics post-test from April 2010 administered by St. Louis Review Center, Inc. in San Pablo City. The test contains multiple choice, problem solving, and other math questions testing topics like averages, percentages, word problems, operations, and algebraic expressions. It provides the questions, possible answer choices for each, and requests that test takers select the best answer.
This document contains a 25 question GAT (Graduate Aptitude Test) with questions in the areas of logical reasoning, math, English, and general knowledge. The test includes questions that require identifying relationships between words and concepts, finding odd ones out, completing word patterns and series, solving math word problems, and determining analogies.
This document contains a first quarter exam with 40 multiple choice questions covering topics in mathematics such as place value, rounding, operations, word problems, and estimations. The questions test skills in identifying place values, comparing and ordering numbers, performing calculations using the four operations, and solving real-world math word problems involving money, measurement, and sharing quantities.
K TO 12 GRADE 4 DIAGNOSTIC / PRE TEST IN MATHEMATICSLiGhT ArOhL
This document contains a 30-question math pre-test with multiple choice answers. The test covers topics like word problems involving rates, percentages, fractions, ratios, and more. An example word problem asks how much 4 kilograms of chicken would cost if chicken is ₱210 per kilogram. The correct answers are to be filled in on an answer sheet.
1. The document contains 44 math word problems for students in Class 6. The problems cover a range of topics including percentages, ratios, time, speed, distance, mixtures, averages, and more.
2. For each problem, students are asked to choose the correct answer from four multiple choice options (a, b, c, or d).
3. The level of difficulty of the problems varies, with some being more straightforward calculations and others requiring multiple steps to solve.
The document contains 31 multiple choice questions covering a variety of math and data interpretation topics. The questions range in difficulty from basic operations and fractions to word problems involving rates, ratios, and conversions between measurement units. The final three questions analyze budgets and time calculations.
FellowBuddy.com is a platform which has been setup with a simple vision, keeping in mind the dynamic requirements of students.
Our Vision & Mission - Simplifying Students Life
Our Belief - “The great breakthrough in your life comes when you realize it, that you can learn anything you need to learn; to accomplish any goal that you have set for yourself. This means there are no limits on what you can be, have or do.”
Like Us - https://www.facebook.com/FellowBuddycom-446240585585480
1. Order the following decimals from smallest to largest: 0.35, 0.6, 0.9, 13, 39%, 47, 64%, 93%
2. Complete tables showing decimal multipliers for percentages and use them to calculate percentages of given numbers
3. Calculate 73% of 600 people to determine how many adults were at the cinema
This document contains a 25-question math test covering decimals, percentages, word problems involving money, time, weight, and rate. Students are asked to choose the correct answer from multiple choice options for questions involving multiplying and dividing decimals, calculating percentages, converting between units, and solving multi-step word problems.
This document provides direction for 7 multiple choice questions related to simple equations. For each question, there are 2 statements provided (I and II) and the answer choices indicate whether the question can be answered using statement I alone, statement II alone, both statements together, or neither statement. The document does not provide the actual questions or statements, just the format and structure for how to answer questions 1-7 that will be presented.
The document provides directions for 7 multiple choice questions related to simple equations and data sufficiency. For each question, statement I and statement II are provided, and the answer choices indicate whether the question can be answered using statement I alone, statement II alone, both statements together, or neither statement. The questions cover topics like determining values, profit percentages, prices, ages, and speeds based on the information given.
The document is a reading comprehension passage about an incident involving a fisherman who saves a drowning man by pulling him into his boat with a boathook, accidentally piercing the man's eye in the process. The injured man later sues the fisherman for damages. In court, a fool suggests determining the fisherman's guilt by throwing the injured man back into the sea where he was rescued. Fearing this, the injured man drops the case, showing his true ungrateful nature. The narrator concludes that helping those of ill intent will not earn their gratitude.
PERIODICAL TEST. For Elementary school pptxFelcherLayugan
This document contains a mathematics test with multiple choice questions covering topics like number sense, operations, place value, rounding, and word problems. It also contains a music test with multiple choice questions about musical notation, time signatures, conducting, and musical elements. The tests provide the questions and multiple choice answers but no answers are indicated as correct.
The document contains 50 aptitude questions with answers from a website for practice tests. The questions cover a range of topics including percentages, ratios, probability, time/work word problems, and more. For each question, the corresponding answer is provided. The document encourages visitors to the site to practice more questions on various topics.
Multiple Choice Questions (Enter your answers on the enclosed answer.docxclairbycraft
Multiple Choice Questions (Enter your answers on the enclosed answer sheet)
Choose the one alternative that best completes the statement or answers the question.
Write the word name for the given number. 1. 22,000,674
a. Twenty-two million, six thousand seventy-four
b. Two million, two thousand, six hundred seventy-four
c. Twenty-two hundred million, six hundred seventy-four
d. Twenty-two million, six hundred seventy-four
2. 2,601,400,070
a. Two hundred sixty million, one hundred forty thousand, seventy
b. Two hundred sixty-one million, four hundred thousand, seven hundred c. Two billion, six hundred one million, four hundred thousand, seventy d. Two billion, six hundred one million, forty thousand, seventy
Write each whole number in standard form.
3. Andy collected eighty-two thousand dollars for his campaign.
a. 8200
b. 82,000
c. 80,002
d. 802,000
Add.
4. 7,651 + 3,874 =
a. 11,525
b. 34,636
c. 31,487
d. 12,678
5. 148 + 55 =
a. 226
b. 212
c. 203
d. 213
Solve.
6. A town’s population in 1976 was 111,835. By the year 2000 it had increased by 25,952. How many people lived there in 2000?
a. 137,787 people
b. 138,787 people
c. 136,787 people
d. 137,887 people
Subtract.
7. 9699 - 5554 =
a. 9145
b. 4145
c. 4037
d. 4137
Subtract. Use borrowing, if necessary. 8. 83,128 - 58,955 =
a. 24,163
b. 24,123
c. 32,173
d. 24,173
Multiply.
9. 62 × 9 =
a. 551
b. 658
c. 548
d. 558
Provide an appropriate response.
10. What is x if x = 7 ∙ 1 ∙ 5 ∙ 0?
a. x = 35
b. x = 13
c. x = 1
d. x = 0
Simplify.
11. 63 × 83 - (6 - 4) =
a. 286
b. 300
c. 2549
d. 5227
Write using exponential notation. 12. 9 × 9 × 9 × 9
a. 94
b. 94
c. 36
d. 92
Round as indicated.
13. 7101 to the nearest hundred
a. 7100
b. 7110
c. 7000
d. 7200
Solve.
14. A store has gross revenues of $6122, $6695, $4363, and $4601 in its first four weeks of business. What was the gross revenue for those four weeks?
a. $21,881
b. $21,781
c. $20,781
d. $22,331
15. Leslie enjoys skiing in the winter. Last year she skied 21 times and spent a total of $693. How much did it cost her each time?
a. $14,553
b. $672
c. $34
d. $33
Write the fraction.
16. Of the 157 students at a high school, 35 are sophomores. What fraction of the students are sophomores?
a. 157/35
b. 35/157
c. 35/122
d. 122/35
Reduce the fraction by finding a common factor in the numerator and in the denominator and dividing by the common factor.
17. (55/65)
a. (55/65)
b. (5/13)
c. (11/13)
d. (11/5)
Identify if the whole number is prime or composite.
18. 30
a. Prime
b. Composite
Write the improper fraction as a mixed or whole number.
19. (252/11)
a. (11/252)
b. 252252/11
c. 2521 52
d. 2210/11
Reduce the improper fraction.
20. 99/44
11/4
9/11
9/4
4/11
Change to a mixed number and reduce.
21. (344/20)
a. 17
b.174/5
c. 171/5
d. 175/4
Multiply. Write the answer in simplest form.
22. (3/7) × (1/9) =
a. (1/21)
b. (1/4)
c. (7/27)
d. (4/63)
Solve. Write the answer in simplest form.
23. Julie’s Cinema received $5460 i ...
This document contains a quantitative aptitude test with 42 multiple choice questions. The questions cover a range of topics including ratios, mixtures, profit and loss, simple and compound interest, time and work problems. The test is designed to evaluate skills in math, problem solving, and logical reasoning. Candidates have 90 minutes to answer the questions, with each correct answer earning 3 marks and an deduction of 1 mark for incorrect answers.
Percentage set PEA 305 Analytical Skills with solutionsamansuryawanshi2
This document contains 36 math word problems related to percentages. The problems cover a range of concepts including calculating percentages of quantities, percentage increases and decreases, and multi-step word problems involving multiple percentages. The full set of problems would test a student's understanding and ability to set up and solve various percentage calculations.
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This document provides a summary of mathematics content and activities for Grade VII students in Indonesia. It covers two chapters:
Chapter 1 focuses on whole numbers, including expressing temperatures in whole numbers, performing calculations with whole numbers, drawing number lines, and solving word problems involving addition, subtraction, multiplication and division of whole numbers.
Chapter 2 covers fractional numbers, including writing fractions in numeral and word form, reducing fractions to simplest form, comparing and ordering fractions, expressing fractions as mixed numbers or whole numbers, and performing calculations with fractions.
1. ARITHMETIC REASONING
1. If Jean’s weekly income doubled she would be making $120 a week more than Barbara. Jean’s
weekly income is $80 more than half of Betty’s. Betty makes $200 a week.
How much does Barbara make?
a. $180 c. $240 b. $200 d. $360
2. A conference with 3600 participants gathers in Albany. One of every twelve people attending the
conference who have ordered meals has special dietary needs. Half of those attending the conference
signed up for meals. How many have special dietary needs?
a. 266 c. 150
b. 133 d. 300
3. It costs $360 for Office X’s service contract with a typewriter company to service 18 typewriters
for six months. At this same rate, how much would it cost Office X to service six typewriters for three
months?
a. $80 c. $90
b. $75 d. $60
4. In December, an office spent $480, or 15% of its non-personnel expenses that month, for postage.
What were its total non-personnel expenses for December?
a. $3200 c. $5520
b. $552 d. $7200
5. Catherine bought an equal number of $11.00, $9.00, and $8.00 tickets for a concert. She spent $196
for all of the tickets. How many of each did she buy?
a. 6 c. 8
b. 7 d. Cannot be determined from information given
6. Agency Y employs 13,800 people. Of these, 42% are male, and 50% of the males are age 30 or
younger. How many males are there in Agency Y who are older than 30?
a. 5796 c. 3471
b. 2898 d. 2910
2
7. A machine can collate 126 400 page books in 14 days. If it continues to collate at this same rate,
how many 400 page books could it collate in 30 days?
a. 256 c. 248
b. 290 d. 270
8. A typewriter and a dictation machine cost a total of $840. If the typewriter cost $360 more than
the dictation machine, how much did the dictation machine cost?
a. $480 c. $240
b. $440 d. $280
9. A cabinet maker has a round piece of wood 1/2" in diameter and 3/4 yards long. She needs half
the length for the back of a chair and the remaining piece for 3/4" pegs. How many pegs will she
have?
a. 18 c. 10
b. 9 d. 8/9
10. Robin can wallpaper a room in four hours, Susan can wallpaper the same room in seven hours.
How long will it take them to wallpaper the room if they work together?
a. 4.5 hours c. 5.5 hours
b. 3.2 hours d. 2.5 hours
11. Mary and Alice jog 3 miles each evening. If they run at a constant rate and it takes Mary 40
minutes while Alice finishes in half an hour, how much distance does Mary have left when Alice
finishes?
a. I mile c. 2/3 mile
b. 3/4 mile d. 1.33 miles
12. As a fund raiser, a community organization buys tickets to the theatre to resell 25% above cost.
They buy 50 eight dollar tickets, 25 ten dollar tickets and 25 fifteen dollar tickets. If they sell all
but three of the ten dollar tickets, how much money have they made?
a. $218.75 c. $248.75
b. $1273 d. $1243.75
2. 13. If a couch cost $640 after a 20% discount, what was its original price?
a. $768 c. $800
b. $512 d. $780
14. A salesperson traveled 145 miles Monday, 72 miles Tuesday, and 98 miles Wednesday for $2300
worth of sales. If the business pays 2l¢ a mile for gas and vehicle maintenance, approximately
what percent of sales for the three days went to gas and vehicle maintenance?
a. 3% c. 6%
b. 8% d. 1%
15. If one of every eight junior year students at a high school takes Latin, approximately what percent
of a junior year class of 650 took Latin?
a. 6 c. 81
b. 14 d. 13
16. The proposed budget for a new social service program is $102,000. The budget states that the
project has secured $14,500 worth of transportation services and $1,200 worth of office equipment
as inkind contributions. What percent of the budget has been secured inkind?
a
9
21.4 c. 20.9
b. 15.4 d. 13.1
17. The purpose of the program in Question 16 is to distribute 250,000 pounds of food to
disadvantaged
persons. Approximately how many pounds of food will be distributed for each dollar
budgeted for the program?
a. 3.73 c. 2.45
b. 2.15 d. 2.95
18. A community cannery charges 15¢ per quart and 25¢ for 2 pints for processing. People using the
cannery purchase can jars there at 15% discount off the regular price of $4.25 per case of a dozen
quart or pint jars. How much will it cost to can 76 quarts of tomatoes and 20 pints of jelly if the
jars are bought at the cannery? (Jars are not sold individually).
a. $46.39 c. $32.49
b. $37.14 d. $13.90
19. A pharmacist combines ingredients x, y and z in a ratio of 1:2:7 to produce cough medicine. How
many ounces of the second ingredient, ingredient y, is needed to make a 12 ounce bottle of the
medicine?
a. 2.4 c. 1.2
b. 8.4 d. 3.6
4
20. Agency Y served 187,565 people in 1981. If the agency served 210,515 people in 1982, this
reflected an increase of:
a. 19.10% c. 12.2%
b. 15.6% d. 10.9%
21. The number of people attending a weekly training program in the month of January averaged 116
people. If there were 105 people attending the first week, 106 the second, and 125 the third, how
many people attended the fourth week?
a. 118 c. 130
b. 128 d. 124
22. It takes 16 typists 11 days to complete a project. How long would it take 10 typists, if they
worked at the same rate, to complete the same project?
a. 17.6 days c. 6.9 days
b. 6.8 days d. 18.4 days
23. If the sum of two numbers is 280, and their ratio is 7:3, then the smaller number is:
a. 28 c. 56
b. 84 d. 196
24. The population of Metropolis county in 1982 is 130% of its population in 1972. The population
3. in 1972 was 145,000. What was the population in 1982?
a. 196,425 c. 111,539
b. 174,612 d. 188,500
25. A car travels 50 miles an hour, and a plane travels 10 miles a minute. How far will the car travel
when the plane travels 500 miles?
a. 50.4 miles c. 41.6 miles
b. 37.5 miles d. 39.7 miles
26. In a university with 2000 students, the student-faculty ratio is 16:1. If 18% of the faculty
have completed some of their own study at the university, approximately how many have
not?
a. 119 c. 23
b. 127 d. 103
5
27. A discount house advertises that they sell all merchandise at cost plus 10%. If Jane buys a TV set
for $300, approximately what is the store’s profit?
a. $30.00 c. $27.27
b. $27.00 d. $32.26
28. From 6 p.m. until midnight, the temperature dropped at a constant rate. From midnight until 1
a.m., it dropped 8°. If at 6 p.m., the temperature was 54°and by 1 a.m., it was 37°, what was the
temperature at 10 p.m.?
a. 46° c. 45°
b. 48° d. 49°
29. One eighth of a half gallon carton of ice cream has been eaten. The remainder is divided among
three people. Approximately what percentage of a gallon does each person get?
a. 14.6% c. 29.2%
b. 11.3% d. 18.1%
30. On a promotional exam a woman scored 143 on a scale of 0-160. Her score converted to a scale
of 0-100 is approximately:
a. 89 c. 91
b. 70 d. 84
31. A woman paid a tax of $88.00 on property assessed at $28,000. Her neighbor, assessed at the
same rate, paid a tax of $110. What was the assessed value of the neighbor’s house?
a. $22,400 c. $35,000
b. $32,400 d. $31,000
32. If Janet can build 22 tables in 14 days, and Anne can build 22 tables in 16 days, approximately
how long will it take them to build 22 tables together?
a. 9.5 days c. 15 days
b. 7.5 days d. 8 days
33. Cynthia loaned $35 to Mary. But Cynthia borrowed $14 from Jean, and $16 from Emily. Emily
owes $17 to Jean and $9 to Mary. One day they got together to settle their accounts. Who left
with $10 less than she came with?
a. Cynthia c. Mary
b. Jean d. Emily
6
34. How many square tiles, each 12 inches on a side, will Ozzie need to cover a floor that is 11 feet
wide and 18 feet long?
a. 99 c. 163
b. 150 d. 198
35. A car has depreciated to 72% of its original cost. If the car is presently valued at $3245,
approximately
what was its original cost?
a. $5219 c. $4507
b. $5582 d. $2336
36. The sales tax on a typewriter is $13.41 and the sales tax rate is 4%. The purchase price, before the
tax was added, was:
4. a. $335.25 c. $279.10
b. $536.40 d. $317.50
37. What is the interest on $600 at 8% for 30 days?
a. $4 c. $7.50
b. $11.52 d. $4.80
38. A garden is 30 feet by 40 feet. A fence is built around the garden, at a cost of $1.75 per foot of
fencing. What was the cost of the fencing?
a. $133.33 c. $210
b. $245 d. $122.50
39. A tax analyst earns four times as much in April as in each of the other months. What part of her
entire year’s earnings does she earn in April?
a. 4/11 c. 4/15
b. 1/3 d. 4/13
40. A train travels 70 miles when a bus travels 50 miles. How many miles will the train travel when
the bus travels 60 miles?
a. 40 c. 90
b. 78 d. 84
7
ANSWER KEY
ARITHMETIC REASONING
1. c 21. b
2. c 22. a
3. d 23. b
4. a 24. d
5. b 25. c
6. b 26. d
7. d 27. c
8. c 28. b
9. a 29. a
10. d 30. a
11. b 31. c
12. a 32. b
13. c 33. d
14. a 34. d
15. d 35. c
16. b 36. a
17. c 37. a
18. a 38. b
19. a 39. c
20. c 40. d