Practice problem
Suppose that f(a,b,c)=a2bcf(a,b,c) = a^2bcf(a,b,c)=a2bc and g(a,b,c)=a3+b2+cg(a,b,c) = a^3 + b^2 + cg(a,b,c)=a3+b2+c. Find f(a,b,c)g(a,b,c)f(a,b,c) g(a,b,c)f(a,b,c)g(a,b,c).
a2bc+a3+b2+ca^2bc + a^3 + b^2 + ca2bc+a3+b2+c
a5bc+b2+ca^5 bc + b^2 + ca5bc+b2+c
a6bc+a2b2c+a2bc2a^6bc + a^2 b^2 c + a^2 bc^2a6bc+a2b2c+a2bc2
a5+b3+c2a^5 + b^3 + c^2a5+b3+c2
a5bc+a2b3c+a2bc2a^5bc+ a^2b^3c + a^2 bc^2a5bc+a2b3c+a2bc2
a5bc+a2b3c+a2bca^5bc+ a^2b^3c + a^2 bca5bc+a2b3c+a2bc
Type a concept, like “slope” or “photosynthesis”.