Question

Simplify.
(6^7)^-7

Answer 1

\[(6^{7})^{-7}\]=\[6^{-49}\]

Answer 2

THX

Answer 3

1/134713546244127343440523266742756048896

Answer 4

:o HUH?

Answer 5

you rewrite negative exponents as fractions... that is the answer as a fraction

Answer 6

oookkk

Answer 7

1/6^49 =6^-49

=1/134713546244127343440523266742756048896

Answer 8

ok so 6^-49 IS THE answer?

Answer 9

its the answer but its not approximate. In fact the real approximation is a decimal

Answer 10

but the fraction i gave you is the exact result

Answer 11

thats just confusing. all it says is to simplify

Answer 12

Well know if someone ask you what 6^-49 is you can tell them =)

Answer 13

well it says to Type exponential notation with positive exponents.

Answer 14

well then 6^-49 in positive exponents is

\[1\over6^{49}\]

Answer 15

ok now that makes more sence to me

Answer 16

THX