You have two exponential functions. one function has the formula g(x) = 3(2 x ). the other function has the formula h(x) = 2 x+1. which option below gives formula for k(x) = (g – h)(x)? k(x) = 2x k(x) = 5(2x) k(x) = 5(2x+1) k(x) = 2

The

the main formula which should be used to reply this is:

g(x) - h(x) = (g-h) (x)

if the question does mean  g(x) = 3(2 ^ x )

k(x)= (g – h)(x) = 3(2 ^x ) - 2 ^(x+1)

 and we know that because of   a^x+p = a^*a^p

=3(2 ^x ) - 2 ^(x)2^1=(2 ^x )(3 - 2^1)

=(2 ^x )(3 - 2^1)= 2 ^x 

the answer is k(x) = 2^x

The answer to that question your asking is 64