Question

consider another function h defined as h (x) = f (x + 44) . the graph of h can be obtained from the graph of f by a shifting the graph of f to the right by 44 b shifting the graph of f to the left by 44 c shifting the graph of f up by 44 d shifting the graph of f down by 44

Explanation:

For a function \(y = f(x + c)\) (\(c>0\)), the graph of \(y = f(x)\) is shifted to the left by \(c\) units. Here \(h(x)=f(x + 44)\), so we use the horizontal - shift rule for functions.

Answer:

B. shifting the graph of \(f\) to the left by 44