This document covers basic mathematics concepts including mixed numbers, addition and subtraction of mixed numbers, multiplication and division of mixed numbers, and order of operations. It provides step-by-step instructions on how to perform each operation with mixed numbers through examples and practice problems. It also discusses estimating with fractions and mixed numbers and solving applied problems involving various operations with mixed numbers.
Prompt, complete, accurate and self-explanatory visual presentation of the concepts of various types of numbers and number line. A brief description of numbers with diagrammatic representation so that students can understand. How these numbers can be represented on the number line.
Prompt, complete, accurate and self-explanatory visual presentation of the concepts of various types of numbers and number line. A brief description of numbers with diagrammatic representation so that students can understand. How these numbers can be represented on the number line.
This is an interactive presentation which contains the information about Algebra for student-teacher , who are going to teach maths. Further, it contains information about the curriculum alignment and objectives of algebraic teaching which are mentioned in Curriculum of Pakistan.
This is an interactive presentation which contains the information about Algebra for student-teacher , who are going to teach maths. Further, it contains information about the curriculum alignment and objectives of algebraic teaching which are mentioned in Curriculum of Pakistan.
Karim Brohi gives an insight into his mindset as a trauma surgeon, drawing on lessons from Zen philosophy.
During this talk he discusses how we can develop the self confidence that helps us cope with stressful clinical situations.
The word confidence is often talked about in a negative context, in terms of overconfidence or arrogance.
Karim however uses this talk to highlight the importance of self-confidence. Self-confidence is important for you, your team, your department, and your healthcare system.
Karim will teach you how to use this confidence to handle whatever is thrown at you.
Zen philosophy draws on the notion of water. Water, mind like water, heart like water and core like water. How do you adopt a heart, mind and core that is like water?
Water takes the shape of whatever environment it is in. In a glass, a vase or a lake, the water fills the space. It mimics its environment. Extending this analogy, water in its resting state is calm and still.
However, throw a stone into the water and you create ripples and waves. Thereafter, the stone disappears, and the water once again becomes calm. Karim draws parallels between the properties of water and one’s mindset.
At a trauma scene, panic and confusion can spread rapidly amongst all present without that panic or confusion every being named. However, if a calm and reassured team leader arrives, everything else stills around them. Like water they react to a challenge, an external stimulus, accept it, deal with it, and then return to a resting state.
A trauma surgeon or team leader reacts appropriately to its environment, and then becomes calm again.
This, Karim posits, is how a trauma surgeon, or team leader, should behaviour.
The notion of the Zen Garden is another useful analogy from which to draw inspiration. Zen gardens are defined by their attention to detail. This extends to medical practice. Attention to detail enables you to be prepared and deal with anything that comes through the door.
Again, it allows you to foster confidence. Compounding this, is the quality of the gardens that enhances the minimal. They are perfect not when there is no more to add, rather, when there is no more to take away. In a medial sense, Karim draws comparisons to medical imaging.
What is important? What is unnecessary? The gardens are meticulously planned.
Karim highlights the importance of planning is his practice that has helped him instil confidence in himself and his team to deal with all scenarios. Using the art of Zen you can be ready for anything and teach the mind to deal with change with confidence.
For more like this, head to our podcast page. #CodaPodcast
How to Pass IQ and Aptitude Tests: Practice Sample Questions and Answers with...How2become Ltd
Learn how to pass IQ and Aptitude Tests with ease with How2become. This presentation details the types of Aptitude tests you may come across and how to answer them. Full of expert tips and advice from the UK's leading careers specialist website. For 100s of free aptitude tests, try out our online psychometric tests here: http://www.mypsychometrictests.com/
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Basic Mathematics 3 5 Presentation
1. Basic Mathematics Mixed NumbersProblem SolvingOrder of Operations David RadcliffeCentury College
2. 3.5 Addition and Subtraction of Mixed Numbers Add using mixed numerals. Subtract using mixed numerals. Solve applied problems involving addition and subtraction with mixed numerals.
3. Visualizing Mixed Numbers What mixed number is shown in this picture? What improper fraction is shown in this picture?
8. How to add mixed numbers Write the fractional parts with a common denominator. Add the integer parts. Add the fractional parts. If the fractional part of the sum is greater than or equal to one, then regroup. Simplify the fractional part.
11. Adding mixed numbers with unlike denominators If the denominators are different, then you must find a common denominator before adding the fractional parts.
14. How to subtract mixed numbers Write the fractional parts with a common denominator. If the first fraction is less than the second fraction, then regroup. Subtract the integer parts. Subtract the fractional parts. Reduce the fraction, if needed.
16. Application The tallest person in human history was Robert Wadlow, who stood 8 feet, 11 inches tall, or 8 11/12 feet. The average American man is 5 feet, 10 inches tall. How much taller than average was Robert Wadlow?
17. 3.6 Multiplication and Division of Mixed Numbers Multiply using mixed numerals. Divide using mixed numerals. Solve applied problems involving multiplication and division with mixed numerals.
18. Multiplying Mixed Numbers Write the mixed numbers in fraction form. Multiply the fractions. Convert the answer to mixed number form, if needed. Simplify.
23. Remember! Do not find a common denominator when multiplying mixed numbers – only when adding or subtracting. Always convert mixed numbers to fraction form before multiplying. Do not cancel before putting the mixed numbers in fraction form. Simplify your final answer.
24. Division of Mixed Numbers Write the mixed numbers in fraction form. Multiply the first fraction by the reciprocal of the second fraction. Simplify completely. Convert the answer to a mixed number, if needed.
28. Octomom! NadyaSuleyman gave birth to octuplets on January 26, 2009. What was their average birth weight? (1 lb = 16 oz) Noah Angel Solomon - male; 2 lbs 8 oz Maliyah Angel Solomon - female; 2 lbs 2 oz Isaiah Angel Solomon - male; 3 lbs 1 oz Nariyah Angel Solomon - female; 2 lbs 3 oz Makai Angel Solomon - male; 1 lbs 12 oz Josiah Angel Solomon - male; 2 lbs 9 oz Jeremiah Angel Solomon - male; 1 lb 13 oz Jonah Angel Solomon - male; 2 lbs 7 oz
29. The Beer Barrel Buster Burger has 11 ½ pounds of meat, 25 slices of cheese, 1 full lettuce, 2 onions, 3 tomatoes and 25,000 calories. How many servings does this burger make? Answer: 46 servings, if each serving has ¼ lb of meat. (Other answers are possible.)
30. 3.7 Order of Operations; Estimation Simplify expressions using the rules for order of operations. Estimate with fractions and mixed-numeral notation.
31. Rules for Order of Operations PEMDAS Do all calculations within parentheses before operations outside. Evaluate all exponential expressions. Do all multiplications and divisions in order from left to right. Do all additions and subtractions in order from left to right.
32. Helpful hints Change all mixed numbers to improper fractions first. (Unless they are being added or subtracted.) Change all divisions to multiplications before you start calculating. Write each step on a separate line, and copy the parts that do not change at each step. Write the auxiliary calculations on the right side, so the don’t interrupt the flow of the argument.
