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Class 1
Comprehensive Review
What is being tested on SAT
Math?
Total Math Content No. of
Question
s
Section 1
Math 1 (25
minutes)
20 mcq’s
Section 2
Math 2 (25
minutes)
8 mcq’s
10 grid-in
Section 3
Math 3 (20
minutes)
16 mcq’s
Total 44 mcq’s
10 grid-in
Numbers and operations
Algebra and functions
Geometry and
measurement
11-13
19-21
14-16
6-7
What is being tested on GRE
Math?
Total Math Content
Same as SAT
Approximate
No. of
Questions
Section 1
Math 1
(35 minutes)
20 multiple
choice
and plug in
questions
Quantitative
comparison
Problem solving
Data Interpretation
10
7
3
Section 2
Math 2
(35 minutes)
20 multiple
choice and plug
in questions
Quantitative
comparison
Problem solving
Data Interpretation
10
7
3
Total 40 questions
Math class, topic wise schedule:
Math topics: Handouts: Duration:
1) Algebra:
i. 1 variable
ii. 2+ variables
iii. Unknown variables
iv. Function
v. Quadratics
vi. Factorization
1) Math Notes from SAT
bible.
2) ETS Algebra Set
Week 1 and 2
2) Arithmetic:
i. Properties of Numbers
ii. Computation
iii. Percents
iv. Ratios/Proportions
v. Mean/Median/Mode
vi. Exponents & Roots
3) ETS Arithmetic Set Week 3
Math class, topic wise schedule:
3) Geometry:
Circles
Lines and Angles
Triangle Area/Perim/Pythag
Third Side Rule/ Angle Side Rule
Similar Triangles
Rectangle Area/Perim
Graphing Functions/Equations
Coordinate Geometry
Polygons
Solids
4) ETS Geometry Set Weeks 4 & 5
4) Misc. Problems:
Charts
Stats/Probability
Patterns/Sequences
Counting
Logic
Visual/Spatial
Groups
5) ETS Misc. Set Week 6
5) Advanced Math Questions Handouts: TBD Weeks 7 & 8
Math Notes: Handout 1 for home
 Discussion next week if needed
Strategies
1a) Picking Numbers
Step 1. Pick Simple Numbers and substitute for
variables.
Step 2. Try Them Out
 Try out all the answer choices using the numbers
you picked, eliminating those that gave you a
different result.
Step 3. Try Different Values
 If more than one answer choice works, use
different values and start again
 1b) Recognition by prolonged and multiple use of
Picking Numbers
1a) Picking Numbers
1b) Recognition
Use different and easy Number Picks to
eliminate any possible integer answers.
2) Back-solving
Step 1: Estimate the answer.
Step 2: Plug in an answer.
Step 3: Keep plugging in till you find one that
works.
Step 4: Try out all answers.
Q. If x is an integer and 2 is the remainder when
3x + 4 is divided by 5, then x could equal
(A) 3
(B) 4
(C) 5
(D) 6
(E) 7
3) Elimination
Algebra: 1 variable
 What is a modulus or absolute value?
 Modulus and square root
Algebra: 1 variable
• Square root of a number
Algebra: 1 variable
 Create an equation.
Algebra: 1 variable
 Picking numbers: Try all 4 types of real numbers,
positive integers, negative integers, positive
fractions and negative fractions.
Algebra 1 variable: Practice
 From the relevant topic in ETS set, do as many
questions as you can in ten minutes.
Algebra: 2+ variables
 For simultaneous equations, learn to recognize
what will be faster, substitution or elimination.
Algebra: 2+ variables
 Make sure to solve for ½ of j.
 Which strategy would work best here?
Algebra: 2 variables
Algebra: 2+ variables
Algebra: 2+ variables
Algebra: 2+ variables
Algebra 2+ variables: Practice
 From the relevant topic in ETS set, do as many
questions as you can in ten minutes.
Algebra: Unknown variables
Algebra: Unknown variables
Algebra: Unknown variables
Algebra Unknown variables: Practice
 From the relevant topic in ETS set, do as many
questions as you can in ten minutes.
That’s it for today!
 Complete as homework the remainder of the
questions in the ETS Algebra Practice Set from
topics of:
 1 variable
 2+ variables
 Unknown variable
Example 3:
If x, y and z are positive integers such that x< y < z
and x + y + z = 6, then what is the value of z?
(A) 1
(B) 2
(C) 3
(D) 4
(E) 5
Practice
 Problem Set A
 Review
 Problem Set B
 Review
2) Defined Function
Example 1:
If x* y represents the number of integers between x
and y then (-2*8) + (2*-8) =
(A) 0
(B) 9
(C) 10
(D) 18
(E) 20
Example 2:
For any positive integer n, n! denotes the product of
all the integers from 1 through n. what is the value
of 3!(7 -2)! ?
(A) 2!
(B) 3!
(C) 5!
(D) 6!
(E) 10!
Example 3:
A function @ is defined on positive integers as @(a)
= @(a-1) +1. if the value of @(1) is 1, then @(3)
equals which one of the following?
(A) 0
(B) 1
(C) 2
(D) 3
(E) 4
Practice
 Problem Set A
 Review
 Problem Set B
 Review
3)Number Theory
Example 1:
The remainder is 57 when a number is divided by
10,000. What is the remainder when the same
number is divided by 1,000?
(A) 5
(B) 7
(C) 43
(D) 57
(E) 570
Example 2:
If n is a positive integer and (n + 1)(n + 3) is odd, then
(n + 2)(n + 4) must be a multiple of which one of the
following?
(A) 3
(B) 5
(C) 6
(D) 8
(E) 16
Example 3:
The number of prime numbers divisible by 2 plus
the number of prime numbers divisible by 3 is
(A) 0
(B) 1
(C) 2
(D) 3
(E) 4
Example 4:
If 15x + 16 = 0, then 15 x equals which one of the
following?
(A) 15
(B) –16x
(C) 15x
(D) 16
(E) 16x

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Revised math 1

  • 2. What is being tested on SAT Math? Total Math Content No. of Question s Section 1 Math 1 (25 minutes) 20 mcq’s Section 2 Math 2 (25 minutes) 8 mcq’s 10 grid-in Section 3 Math 3 (20 minutes) 16 mcq’s Total 44 mcq’s 10 grid-in Numbers and operations Algebra and functions Geometry and measurement 11-13 19-21 14-16 6-7
  • 3. What is being tested on GRE Math? Total Math Content Same as SAT Approximate No. of Questions Section 1 Math 1 (35 minutes) 20 multiple choice and plug in questions Quantitative comparison Problem solving Data Interpretation 10 7 3 Section 2 Math 2 (35 minutes) 20 multiple choice and plug in questions Quantitative comparison Problem solving Data Interpretation 10 7 3 Total 40 questions
  • 4. Math class, topic wise schedule: Math topics: Handouts: Duration: 1) Algebra: i. 1 variable ii. 2+ variables iii. Unknown variables iv. Function v. Quadratics vi. Factorization 1) Math Notes from SAT bible. 2) ETS Algebra Set Week 1 and 2 2) Arithmetic: i. Properties of Numbers ii. Computation iii. Percents iv. Ratios/Proportions v. Mean/Median/Mode vi. Exponents & Roots 3) ETS Arithmetic Set Week 3
  • 5. Math class, topic wise schedule: 3) Geometry: Circles Lines and Angles Triangle Area/Perim/Pythag Third Side Rule/ Angle Side Rule Similar Triangles Rectangle Area/Perim Graphing Functions/Equations Coordinate Geometry Polygons Solids 4) ETS Geometry Set Weeks 4 & 5 4) Misc. Problems: Charts Stats/Probability Patterns/Sequences Counting Logic Visual/Spatial Groups 5) ETS Misc. Set Week 6 5) Advanced Math Questions Handouts: TBD Weeks 7 & 8
  • 6. Math Notes: Handout 1 for home  Discussion next week if needed
  • 7. Strategies 1a) Picking Numbers Step 1. Pick Simple Numbers and substitute for variables. Step 2. Try Them Out  Try out all the answer choices using the numbers you picked, eliminating those that gave you a different result. Step 3. Try Different Values  If more than one answer choice works, use different values and start again  1b) Recognition by prolonged and multiple use of Picking Numbers
  • 9. 1b) Recognition Use different and easy Number Picks to eliminate any possible integer answers.
  • 10. 2) Back-solving Step 1: Estimate the answer. Step 2: Plug in an answer. Step 3: Keep plugging in till you find one that works. Step 4: Try out all answers. Q. If x is an integer and 2 is the remainder when 3x + 4 is divided by 5, then x could equal (A) 3 (B) 4 (C) 5 (D) 6 (E) 7
  • 12. Algebra: 1 variable  What is a modulus or absolute value?  Modulus and square root
  • 13. Algebra: 1 variable • Square root of a number
  • 14. Algebra: 1 variable  Create an equation.
  • 15. Algebra: 1 variable  Picking numbers: Try all 4 types of real numbers, positive integers, negative integers, positive fractions and negative fractions.
  • 16. Algebra 1 variable: Practice  From the relevant topic in ETS set, do as many questions as you can in ten minutes.
  • 17. Algebra: 2+ variables  For simultaneous equations, learn to recognize what will be faster, substitution or elimination.
  • 18. Algebra: 2+ variables  Make sure to solve for ½ of j.
  • 19.  Which strategy would work best here? Algebra: 2 variables
  • 23. Algebra 2+ variables: Practice  From the relevant topic in ETS set, do as many questions as you can in ten minutes.
  • 27. Algebra Unknown variables: Practice  From the relevant topic in ETS set, do as many questions as you can in ten minutes.
  • 28. That’s it for today!  Complete as homework the remainder of the questions in the ETS Algebra Practice Set from topics of:  1 variable  2+ variables  Unknown variable
  • 29. Example 3: If x, y and z are positive integers such that x< y < z and x + y + z = 6, then what is the value of z? (A) 1 (B) 2 (C) 3 (D) 4 (E) 5
  • 30. Practice  Problem Set A  Review  Problem Set B  Review
  • 31. 2) Defined Function Example 1: If x* y represents the number of integers between x and y then (-2*8) + (2*-8) = (A) 0 (B) 9 (C) 10 (D) 18 (E) 20
  • 32. Example 2: For any positive integer n, n! denotes the product of all the integers from 1 through n. what is the value of 3!(7 -2)! ? (A) 2! (B) 3! (C) 5! (D) 6! (E) 10!
  • 33. Example 3: A function @ is defined on positive integers as @(a) = @(a-1) +1. if the value of @(1) is 1, then @(3) equals which one of the following? (A) 0 (B) 1 (C) 2 (D) 3 (E) 4
  • 34. Practice  Problem Set A  Review  Problem Set B  Review
  • 35. 3)Number Theory Example 1: The remainder is 57 when a number is divided by 10,000. What is the remainder when the same number is divided by 1,000? (A) 5 (B) 7 (C) 43 (D) 57 (E) 570
  • 36. Example 2: If n is a positive integer and (n + 1)(n + 3) is odd, then (n + 2)(n + 4) must be a multiple of which one of the following? (A) 3 (B) 5 (C) 6 (D) 8 (E) 16
  • 37. Example 3: The number of prime numbers divisible by 2 plus the number of prime numbers divisible by 3 is (A) 0 (B) 1 (C) 2 (D) 3 (E) 4
  • 38. Example 4: If 15x + 16 = 0, then 15 x equals which one of the following? (A) 15 (B) –16x (C) 15x (D) 16 (E) 16x

Editor's Notes

  1. D
  2. E
  3. Jenny has an odd number
  4. a
  5. a
  6. 40
  7. c
  8. 0
  9. 24
  10. D
  11. X = 12t, P = 12
  12. B
  13. (R + 1)/R
  14. 42
  15. D
  16. X= 1600