Converting Percents
(Common Denominator)
Converting Percents
(Long Division)
Percent of a Quantity
(1%, 10%, 25%, 50%, 100%)
Percents of a Quantity
(Other)
Percent
Increase / Decrease
100

Write as a Fraction and a Decimal:

22%

11 / 50


0.22

100

Write as a Decimal and Percent:

3/7

0.428


42.8%

100

100% of 36

36

100

2% of 800

16

100

Decrease 40 by 25%

30

200

Write as a Percent and a Fraction:

0.06

6%


3 / 50

200

Write as a Decimal and Percent:

2/3

0.666


66.6%

200

1% of 567

5.67

200

40% of 92

36.8

200

Increase 24 by 10%

26.4

300

Write as a Decimal and a Percent:

7 / 20

0.28


28%

300

Write as a Decimal and Percent:

7/9

0.777


77.7%

300

10% of 0.5

0.05

300

75% of 36

27

300

Decrease 330 by 1%

326.7

400

Write as a Decimal and Percent:

111 / 250

0.444


44.4%


400

Write as a Decimal:

3  4/7

3.571

400

If Jack ran 19 km and Tim ran half (50%) of that distance, how far did Tim run?


9.5 km

400

60% of 62

37.2

400

You go out for dinner and your bill costs $45. You decide to leave a generous tip of 50%. How much money did you end up spending?

$67.5

500

Write as a Fraction and a Decimal:

65.5%

131 / 200


0.655

500

If Sally gets 10/11 of her spelling quiz, what percent did she recieve?

90.9%

500

You want to leave the barista a 25% tip on your $17 Starbucks order. What should you end up tipping?


$4.25

500

Rachel gets a 95% on her big math exam worth 342 points. How many points did Rachel get?


324.9

500
A shirt at the mall costs $18, but it goes on sale for 25% off. What is the new price?

13.5