
\(g \circ h\) is
The correct answer is: B
Explanation
The function \(y = g(x)\) is one- to- one but \(z = h(y)\) is not one- to- one but onto.
\(\therefore h(g(x)) = onto\)
\(g \circ h\) is
The function \(y = g(x)\) is one- to- one but \(z = h(y)\) is not one- to- one but onto.
\(\therefore h(g(x)) = onto\)