Level:
Project ID:
9000038904
Accepted:
1
Clonable:
0
Easy:
1
Consider function \(f\colon y =\sin x\) with domain
restricted to \(\mathop{\mathrm{Dom}}(f) =\mathbb{R}_{ 0}^{+}\). Identify the
function which is defined on \([ - 5;+\infty )\).
\(f(x + 5)\)
\(f(x - 5)\)
\(f(x) + 5\)
\(f(x) - 5\)
\(5\cdot f(x)\)