Practice problem
Suppose f(x)=bxf(x) = b^xf(x)=bx for some constant bbb. What is f(cx)f(cx)f(cx) equal to?
bc⋅f(x)b^c \cdot f(x)bc⋅f(x)
bc⋅f(x)bc \cdot f(x)bc⋅f(x)
bc+f(x)b^c + f(x)bc+f(x)
(f(x))c(f(x))^c(f(x))c
No such expression exists.
Type a concept, like “slope” or “photosynthesis”.