Question

What is the value of G(G(x) if G1(x)) is the inverse of (G(x)?

a) 1
b) 0
c) (x)
d) (x^1)

Answer 1

The value of G(G^{-1}(x)) where G^{-1}(x) is the inverse function of G(x) is x, as applying a function and its inverse will return the original value.

Step-by-step explanation:

The question asks for the value of G(G-1(x)) where G-1(x) is the inverse of G(x). By definition, the composition of a function and its inverse results in the original input value. Therefore, G(G-1(x)) equals x. Whenever you have a function G and you apply its inverse G-1 to any allowable value, you will obtain the original value back. Hence, the correct answer to the question is 'c) (x)'. There is no need to reference the parts concerning probabilities or gravitational constants, as they are unrelated to the question asked and seem to be from different contexts.