Question

Convert 0.0000001 to a power of 10.

107

10−7

106

10−6

Answer 1

Any help would be sweggy

Answer 2

@acxbox22 @helptheblond

Answer 3

;)

Answer 4

since it is less than 0 we know the power of ten has to be less than 1

Answer 5

because 10^1=10 and 10^0=1

Answer 6

Okay

Answer 7

The answers are
10 to a power of 7

10to a power of −7

10to a power of 6

10to a power of −6

Answer 8

from the info above we can cancel 10^7 and 10^6

Answer 9

move the dot until you get 10 and since you are moving to the right, you receive a power of -1 for each time you move a digit to the right

Answer 10

Place the decimal point after the first nonzero digit (which is 1) to get 1.0

How many places do you have to move that decimal point to get back to 0.0000001 ?

Answer 11

7 ?

Answer 12

correct, you have to move the decimal point 7 spots to the left to go from 1.0 to 0.0000001

Answer 13

6 i mean

Answer 14

so that means

\[\Large 0.0000001 = 1.0 \times 10^{-7}\]

Answer 15

^^^^

Answer 16

notice how the -7 in the exponent represents moving that decimal point 7 spots to the left

Answer 17

and because 1 times any number = same number, we can say

\[\Large 0.0000001 = 1.0 \times 10^{-7} = 10^{-7}\]

Answer 18

So the answer is 10^−7 Correct ?

Answer 19

you mean 10^(-7) or 10^-7 right?

Answer 20

Yes

Answer 21

it's correct

Answer 22

Thanks

Answer 23

\[\Large 10\wedge(-7) = 10^{-7}\]

Answer 24

do the same for all and it makes this problems simple