Question

What is C? If C is to the zero power times a fraction?

Answer 1

An indicie rule states that

`{ ({a}^(m)) }^(n) = {a}^(m * n)`
So,

`{ ({c}^(0)) }^{ - (1)/(4) } = {c}^{0 * - (1)/(4) }`
Anything multiplied by 0 gives 0 as a product, leaving us with

`{c}^(0)`
And another indicie law states that anything to the power of 0 equals 1, so

`{c}^(0) = 1`
And thus the answer is 1.