Question

Find 2^-6 as a fraction​

Answer 1

`\frak{Hi!}`

`\orange\hspace{300pt}\above2`

Let's find
`\boldsymbol{\sf{2^(-6)}}` as a fraction

Did you know that if we have a number with negative

exponents, we flop it over? This is how it's done-:

`\boldsymbol{\sf{2^(-6)=\displaystyle(1)/(2^6)}}`. And Now we need to evaluate

`\boldsymbol{\sf{\displaystyle(1)/(64)}}`.

done!!

`\orange\hspace{300pt}\above3`

Answer 2

1/64

Explanation:

find 2^-6 as a fraction​

2^-6 = 0.015625

0.015625 as a fraction

(0.015625/1) × (1000000/1000000) =

15625/1000000

simplified = 1/64.