Question

(10^6)=10^-18

Answer 1

\[\huge\rm (10^6)^{??}=10^{-18}\] like this

Answer 2

yes

Answer 3

exponent rule \[\huge\rm (x^m)^n=x^{m \times n}\]

Answer 4

is it 12 do I add?

Answer 5

no you should multiply don't add

Answer 6

6times-18?

Answer 7

no you should get -18 as a result
so what would you multiply by 6 to get -18

Answer 8

-22

Answer 9

6 times -24 =18 I don't know how to get negative

Answer 10

let's say missing exponent is x \[\huge\rm (10^6)^{x}=10^{-18}\]

multiply the exponents \[\huge\rm 10^{6x}=10^{-18}\] bases are the same you cancel them out then solve for x

Answer 11

what 6 times -24 = `18` ?

Answer 12

im confused

Answer 13

6 times -24 isn't equal to 18

Answer 14

6 times what = -18 ?

Answer 15

I really don't know because im getting positives

Answer 16

oaky how did you get positive ?

Answer 17

6 is positive
so positive times negative = negative thas means 2nd exponent suppose to be negative

Answer 18

I did 6 times -24 =18

Answer 19

okay 6 times -24 isn't equal to 18

Answer 20

6 times 24 would be greater than 100

Answer 21

so I am confused

Answer 22

what two number would you multiply to get 18 ?

Answer 23

6 3

Answer 24

6 times 3 = 18 right
but we need -18

Answer 25

remember negative times positive = negative

Answer 26

-6 times 3

Answer 27

\(\color{blue}{\text{Originally Posted by}}\) @narissa
(10^6)=10^-18
\(\color{blue}{\text{End of Quote}}\)
6 is already in the question which is positive you can't change their question

Answer 28

-3

Answer 29

yes right

Answer 30

yaaaa thanks

Answer 31

yw