Write 0.037 as a fraction

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Allied American University

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This paper was prepared for [INSERT COURSE NAME], [INSERT COURSE ASSIGNMENT] taught by [INSERT INSTRUCTOR’S NAME].

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Directions: Please show all of your work for each problem. If applicable, you may find Microsoft Word’s equation editor helpful in creating mathematical expressions in Word. There is a tutorial on using this equation editor in Module 1 Lecture Notes. You also have the option of hand writing your work and scanning it. 1. List all the factors of 88. 2. List all the prime numbers between 25 and 60. 3. Find the GCF for 16 and 17. 4. Find the LCM for 13 and 39.

5. Write the fraction in simplest form. 34 88

6. Multiply. Be sure to simplify the product. 7 10 4 3 ⋅

7. Divide. Write the result in simplest form. 6 3 7 5 ÷

8. Add. 1 1 1 6 3 18 + +

9. Perform the indicated operation. Write the result in simplest form. 23 5

– 31 5

10. Perform the indicated operation. Write the result in simplest form. 315 5

÷ 44 5

11. Find the decimal equivalent of 8 9

rounded to the hundredths place.

12. Write 0.12 as a fraction and simplify. 13. Perform the indicated operation. 8.50 – 1.72 14. Divide. 3.2 3.44 15. Write 255% as a decimal. 16. Write 0.037 as a percent.

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17. Evaluate. 56 ÷ 7 – 28 ÷ 7 18. Evaluate. 9 • 42 19. Multiply: (-1/4)(8/13) 20. Translate to an algebraic expression: Twice x, plus 5, is the same as -14. 21. Identify the property that is illustrated by the following statement. 5 + 15 = 15 + 5 22. Identify the property that is illustrated by the following statement.

(6 · 13) • 10 = 6 · (13 · 10) 23. Identify the property that is illustrated by the following statement.

10 • (3 + 11) = 10 • 3 + 10 • 11 24. Use the distributive property to remove the parentheses in the following expression. Then

simplify your result where possible. 3.1(3 + 7) 25. Add. 14 + (–6) 26. Subtract. –17 – 6 27. Evaluate.3 – (–3) – 13 – (–5)

28. Multiply. ( )3– 26 13

     

29. Divide. –1 0

30. Evaluate.(–6)2 – 52 31. Evaluate.(–9)(0) + 13 32. A man lost 36 pounds (lb) while dieting. If he lost 3 pounds each week, how long has he

been dieting? 33. Write the following phrase using symbols: 2 times the sum of v and p 34. Write the following phrase using symbols. Use the variable x to represent the number: The

quotient of a number and 4 35. Dora puts 50 cents in her piggy bank every night before she goes to bed. If M represents

the money (in dollars) in her piggy bank this morning, how much money (in dollars) is in her piggy bank when she goes to bed tonight?

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36. Write the following geometric expression using the given symbols.

1 3 times the Area of the base (A) times the height(h)

37. Evaluate xy yz

if x = 12, y = 5 4

− , and z = 4 5

− .

38. A formula that relates Fahrenheit and Celsius temperature is ( )5 32 9

C F= − . If the current

temperature is 59°F, what is the Celsius temperature? 39. If the circumference of a circle whose radius is r is given by C = 2πr, in which π ≈ 3.14,

find the circumference when r = 15 meters (m). 40. Combine like terms: 9v + 6w + 4v 41. A rectangle has sides of 3x – 4 and 7x + 10. Provide a simplified expression for its

perimeter. 42. Subtract 4ab3 from the sum of 10ab3 and 2ab3. 43. Use the distributive property to remove the parentheses, then simplify by combining like

terms: 7(4s – 5) + 9 44. Multiply: 8u6 • 3u3

45. Simplify the expression, if possible: 4 3 4 3

4 4

2 5 5

q r q r q r ⋅