The given functions are g(x) = 3^x and G(x) = (x-7). We need to find G(x-7)/g(x-10) using the given functions.
First, let's substitute for G(x-7) and g(x-10) in the expression:G(x-7) = (x-7)g(x-10) = 3^(x-10)
Now, substitute these into the expression:G(x-7)/g(x-10) = (x-7)/3^(x-10)
Therefore, G(x-7)/g(x-10) = (x-7)/3^(x-10).
The given functions are g(x) = 3^x and G(x) = (x-7). We need to find G(x-7)/g(x-10) using the given functions.
First, let's substitute for G(x-7) and g(x-10) in the expression:
G(x-7) = (x-7)
g(x-10) = 3^(x-10)
Now, substitute these into the expression:
G(x-7)/g(x-10) = (x-7)/3^(x-10)
Therefore, G(x-7)/g(x-10) = (x-7)/3^(x-10).