Question

I really need help with this question ;_;
What is the missing exponent?
(10^6) = 10 ^-18

Answer 1

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

Answer 2

multiply the exponents
let's say missing exponent is x \[\huge\rm \huge\rm (10^6)^x =10^{-18}\]
\[\huge\rm 10^{6 \times x}=10^{-18}\]
bases are the same so you cancel them ot
then solve for x
in other words what would you multiply with 6 yo get -18

Answer 3

to get*

Answer 4

-3 @Nnesha

Answer 5

yep

Answer 6

Thank you! <3

Answer 7

\[\huge\rm \cancel{10}^{6 \times x}=\cancel{10}^{-18}\]
\[6x=-18\] solve for x divide both sides by 6
you will get the answer

Answer 8

my pleasure :=) welcome to open study!

Answer 9

Thanks ^-^

Answer 10

o^_^oyw