Percents — Drills

Percents has 6 drill skills. Each one generates fresh questions every time, with a hint and full worked steps, so you can keep practising a single skill until it settles.

What these drills cover

These questions use 2 ideas from the course. Follow any of them for a definition, where it is taught, and what it leads to.

Of

Unlimited questions of this kind are generated in the app. Two examples:

Problem 1

Find 35% of 240.

Worked answer

84

10% of 240 is 24

So 35% is 84

Problem 2

Find 60% of 160.

Worked answer

96

10% of 160 is 16

So 60% is 96

Converting units

Unlimited questions of this kind are generated in the app. Two examples:

Problem 1

Write 0.83 as a percent. Give just the number.

Worked answer

83

0.83 × 100 = 83

Problem 2

Write 13% as a decimal.

Worked answer

0.13

Move the point two places left: 0.13

Discount

Unlimited questions of this kind are generated in the app. Two examples:

Problem 1

A $100 item is reduced by 25%. Find the sale price.

Worked answer

75

100 × 0.75 = 75

Problem 2

A $80 item is reduced by 40%. Find the sale price.

Worked answer

48

80 × 0.6 = 48

Increase

Unlimited questions of this kind are generated in the app. Two examples:

Problem 1

A $100 price rises by 20%. Find the new price.

Worked answer

120

100 × 1.2 = 120

Problem 2

A $80 price rises by 25%. Find the new price.

Worked answer

100

80 × 1.25 = 100

Change

Unlimited questions of this kind are generated in the app. Two examples:

Problem 1

A price falls from $60 to $48. Find the percent decrease.

Worked answer

20

Change = 12

1260 = 0.2, so 20%

Problem 2

A price falls from $50 to $30. Find the percent decrease.

Worked answer

40

Change = 20

2050 = 0.4, so 40%

Working backwards

Unlimited questions of this kind are generated in the app. Two examples:

Problem 1

After 10% off, an item costs $90. What was the original price?

Worked answer

100

90 ÷ 0.9 = 100

Adding the percent back would give a different, wrong number

Problem 2

After 25% off, an item costs $60. What was the original price?

Worked answer

80

60 ÷ 0.75 = 80

Adding the percent back would give a different, wrong number

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