Practice problem
Calculate f(g(0))f(g(0))f(g(0)) and g(f(0))g(f(0))g(f(0)) if f(x)=1x+2f(x)=\dfrac{1}{x+2}f(x)=x+21 and g(x)=4x+3.g(x)=4x+3.g(x)=4x+3.
f(g(0))=12f(g(0))= \dfrac{1}{2}f(g(0))=21
f(g(0))=5f(g(0))= 5f(g(0))=5
f(g(0))=15f(g(0))=\dfrac{1}{5}f(g(0))=51
g(f(0))=12g(f(0))=\dfrac{1}{2}g(f(0))=21
g(f(0))=5g(f(0))= 5g(f(0))=5
g(f(0))=15g(f(0))=\dfrac{1}{5}g(f(0))=51
Type a concept, like “slope” or “photosynthesis”.
