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Magnitude!

Magnitude!

Assessment

Presentation

Mathematics

8th Grade

Practice Problem

Easy

CCSS
5.NBT.A.2, 6.EE.A.1, 8.EE.A.1

+1

Standards-aligned

Created by

Frances Hale

Used 48+ times

FREE Resource

10 Slides • 4 Questions

1

Magnitude!

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2

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3

Powers of Ten

 102=1102=1100=.0110^{-2}=\frac{1}{10^2}=\frac{1}{100}=.01  one one-hundredth

 101=1101=110=0.110^{-1}=\frac{1}{10^1}=\frac{1}{10}=0.1  one tenth


4

Remember:

  • With negative exponents, the bigger the negative exponent, the smaller the number

  • With positive exponents, the bigger the exponent, the bigger the number

5

Which is smaller?

 104 or 101010^{-4}\ or\ 10^{-10}  ?

6

Which is bigger?

 1030 or 10510^{30}\ or\ 10^5  ?

7

Multiple Choice

Pick the biggest number:

1

10410^4

2

102510^{25}

3

101310^{13}

8

Multiple Choice

Pick the biggest number:

1

 8930089^{300} 

2

 89689^6 

3

 8945,00089^{45,000} 

9

Multiple Choice

Pick the smallest number:

1

3563^{-56}

2

3103^{-10}

3

343^{-4}

10

Multiple Choice

Pick the smallest number:

1

 106510^{-65} 

2

 1020010^{-200} 

3

 103410^{-34} 

11

Time to watch a video!

12

How do digits relate to exponents?

  •  100=110^0=1  (1 digit)

  •  101 = 1010^1\ =\ 10  (2 digits)

  •  102 = 10010^2\ =\ 100  (3 digits)

  •  103 = 100010^3\ =\ 1000  (4 digits)

  • Predict: how many digits is 10410^4  ?

  • How many digits is  10510^5  ?

  • How many digits is 101310^{13}  ?

13

The world population:

7,815,574,754 people

  • How many digits does this number have?

  • What power of ten has the same number of digits?

14

The US national debt:

$26,823,745,743,842

  • How many digits does this number have?

  • What power of ten has the same number of digits?

Magnitude!

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