This math topic focuses on calculating powers of ten, an integral part of understanding scientific notation. It consists of problems where students must find the result when a number, represented in the form of 10 raised to different exponents, is calculated. The exponents practiced here range from 0 to 7, providing a variety of basic and intermediate challenges suitable for reinforcing how exponent values affect the size of the resulting number.
Work on practice problems directly here, or download the printable pdf worksheet to practice offline.
Practice:
Powers of Ten - Calculation
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Find the answer when this number is raised to its exponent
Powers of Ten - Calculation Worksheet
| Math worksheet on 'Powers of Ten - Calculation (Level 2)'. Part of a broader unit on 'Scientific Notation - Intro' Learn online: app.mobius.academy/math/units/scientific_notation_intro/ |
1
| Find the answer when this number is raised to its exponent |
a
| 997 |
b
| 13 |
c
| 100 |
d
| 1,000 |
e
| 10,000 |
f
| 30 |
2
| Find the answer when this number is raised to its exponent |
a
| 10,000 |
b
| 60 |
c
| 1,000,000 |
d
| 100,000 |
e
| 10,000,000 |
f
| 16 |
3
| Find the answer when this number is raised to its exponent |
a
| 11 |
b
| 10 |
c
| 100 |
d
| 1 |
e
| 1,000 |
f
| 13 |
4
| Find the answer when this number is raised to its exponent |
a
| 100,000 |
b
| 100 |
c
| 40 |
d
| 10,000 |
e
| 14 |
f
| 9,997 |
5
| Find the answer when this number is raised to its exponent |
a
| 1 |
b
| 10 |
c
| -2 |
d
| 0 |
e
| 0.01 |
f
| 0.1 |
6
| Find the answer when this number is raised to its exponent |
a
| 10,000 |
b
| 50 |
c
| 10,000,000 |
d
| 100,000 |
e
| 1,000,000 |
f
| 15 |
7
| Find the answer when this number is raised to its exponent |
a
| 10,000,000 |
b
| 1,000,000 |
c
| 70 |
d
| 1,000,000,000 |
e
| 100,000 |
f
| 100,000,000 |