Types of numbers, fractions, decimals and percentages

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28 Terms

1
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What is an integer?

Any positive or negative number, including zero

2
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What are rational numbers?

Integers, decimals and fractions

3
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What are irrational numbers?

Cannot be written as decimals or fractions

4
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What do these examples have in common?

pi (π), √5, 1+√2

All irrational numbers

5
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How do you write out 4,546.09?

Four thousand five hundred forty six and nine hundredths

6
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How do you write out 13.113?

Thirteen and one hundred thirteen thousandths

7
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What is the order of operations when solving long equations?

PEMDAS (parentheses, exponents, multiply, divide, add, subtract)

8
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Solve the equation:

5+20 / 4 (2+3)2 - 6

124

9
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When adding or subtracting fractions, what do the fractions must have?

A common denominator

10
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Solve this equation:

½ + ¼

¾

11
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Solve this equation:

1/3 × 2/3

2/9

12
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How do you solve a multiplying fraction problem?

Multiply both numerators together and denominators together

13
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How do you solve a dividing fraction problem?

Flip the second fraction and flip the dividing sign to multiplication

14
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Solve this equation:

2/3 ÷ ¾

8/9

15
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Solve this equation:

4 3/8 × 3.5

245/16

16
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Turn into percentages:

0.24

5.34

0.007

24%

534%

0.7%

17
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Turn this decimal into a fraction:

0.24

24/100

18
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7 students choose pizza, 9 choose hamburgers, and 4 choose tacos. What percentage of students choose tacos?

20%

  1. 7+9+4=20

  2. 4/20 = 20/100= 20%

19
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What is 30% of 120?

36

  • of means to multiply

20
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What is 150% of 20?

30

21
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What is 14.5% of 96?

13.92

22
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23
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Solve this equation:

½ + (3 ( ¾ - 2) + 4

19/4

24
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0.22+0.5 - (5.5+3.3 ÷ 3)

-5.88

25
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3/2 + (4(0.5)-0.75) + 2

4.75

26
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Convert the following to a faction and to a decimal.

a. 15%

b. 24.36%

a. 15/100 and 0.15

b. 2436 and 8/10

27
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Convert the following to a decimal and to a percentage.

a. 4/5

b. 3 2/5

a. 0.8 and 80%

b. 3.4 and 340%

28
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