Question

Which function defines (f/g)(x)?
f(x)= (3.6)^x+2
g(x)= (3.6)^3x+1

Answer 1

Answer:

• Option C

Step-by-step explanation:

Given functions:

• $f(x)= (3.6)^{x+2}$
• $g(x)= (3.6)^{3x+1}$

(f÷g)(x) is:

• $(f:g)(x)=f(x):g(x)=(3.6)^{x+2}/(3.6)^{3x+1}=(3.6)^{x+2-3x-1}=(3.6)^{-2x+1}$

Correct choice is C

Answer 2

Answer:

the answer for this is option C