What is 11 m to the -5 power

Question

asked May 18, 2021 193k views

1 Answer

Hardik Gondalia · Answer 1 · 2021-05-24T15:21:48+0000

Answer:

On simplifying 11 m to the -5 , we get:
((1)/(161051 * m^5))

Explanation:

As we know by the law of EXPONENTS:

a ^((-m)) = (1)/(a^m)

Also, by the Power, w e get:
(a)^m = a * a * a ....... m times

Here, using the same we find the value of :
(11m)^((-5)) , we get:

$(11m)^(( -5)) = (1)/((11m)^5) = (1)/(11m * 11m * 11m * 11m * 11m) = (1)/(161051 * m^5) \\\implies (11m)^(( -5)) = (1)/(161051 * m^5)$

Hence, on simplifying 11 m to the -5 , we get:
((1)/(161051 * m^5))