This math topic focuses on calculating the percentage values of given numbers, specifically in 5% increments up to 15%. It provides practice on understanding what specific percentages (10% and 15%, and one instance of 5%) represent when applied to various base values (100, 80, 60, 40, 20). The problems contain a mixture of multiple-choice questions aiming to strengthen fundamental percentage calculation skills. This topic is introductory and part of a broader unit on percentages.
Work on practice problems directly here, or download the printable pdf worksheet to practice offline.
morePercent of a number (5% multiples) - Concept Intro Worksheet
| Math worksheet on 'Percent of a number (5% multiples) - Concept Intro (Level 1)'. Part of a broader unit on 'Percentages - Intro' Learn online: app.mobius.academy/math/units/percentages_intro/ |
1
| If a 10% tip is $10, what would a 5% tip be? |
a
| 50 |
b
| 5.1 |
c
| 1.1 |
d
| 5 |
e
| 500 |
f
| 5.5 |
2
| If a 10% tip is $10, what would a 15% tip be? |
a
| 16.4 |
b
| 15 |
c
| 1,500 |
d
| 150 |
e
| 15.2 |
f
| 15.8 |
3
| If a 10% tip is $2, what would a 5% tip be? |
a
| 1.1 |
b
| 0.1 |
c
| 0.3 |
d
| 1 |
e
| 0.2 |
f
| 1.4 |
4
| If a 10% tip is $6, what would a 15% tip be? |
a
| 900 |
b
| 9.2 |
c
| 9.8 |
d
| 0.8 |
e
| 9.5 |
f
| 9 |
5
| If a 10% tip is $8, what would a 5% tip be? |
a
| 400 |
b
| 4 |
c
| 4.1 |
d
| 0.8 |
e
| 4.3 |
f
| 0.4 |
6
| If a 10% tip is $2, what would a 15% tip be? |
a
| 0.1 |
b
| 0.3 |
c
| 3.8 |
d
| 3.3 |
e
| 3 |
f
| 30 |
7
| If a 10% tip is $4, what would a 15% tip be? |
a
| 6.6 |
b
| 7.1 |
c
| 600 |
d
| 0.3 |
e
| 6 |
f
| 0.6 |