Math / AlgebraQuestionGiven f(x)=7xf(x)=7 xf(x)=7x and g(x)=7x2+9g(x)=7 x^{2}+9g(x)=7x2+9, find the following expressions. (a) (f∘g)(4)(f \circ g)(4)(f∘g)(4) (b) (g∘f)(2)(g \circ f)(2)(g∘f)(2) (c) (f∘f)(1)(f \circ f)(1)(f∘f)(1) (d) (g∘g)(0)(g \circ g)(0)(g∘g)(0) (a) (f∘g)(4)=847(f \circ g)(4)=847 \quad(f∘g)(4)=847 (Simplify your answer.) (b) (g∘f)(2)=(g \circ f)(2)=(g∘f)(2)= □\square□ (Simplify your answer.)Studdy SolutionSimplify g(14) g(14) g(14):g(14)=7(196)+9 g(14) = 7(196) + 9 g(14)=7(196)+9 g(14)=1372+9 g(14) = 1372 + 9 g(14)=1372+9 g(14)=1381 g(14) = 1381 g(14)=1381 The value of (g∘f)(2)(g \circ f)(2)(g∘f)(2) is:1381 \boxed{1381} 1381View Full Solution - FreeWas this helpful?