How do you find #(g-f)(a)# given #g(a)=-3a-3# and #f(a)=a^2+5#?
1 Answer
Jan 30, 2017
Explanation:
#(g-f)(a)=g(a)-f(a)#
#=-3a-3-a^2-5#
#=-a^2-3a-8#
#(g-f)(a)=g(a)-f(a)#
#=-3a-3-a^2-5#
#=-a^2-3a-8#