Question

If (x)=-2377 +3 and V(x)= x, what is the range of (LOV)(x)?​

Answer 1

$L(x)=-2377+3\Longrightarrow L(x)=-2374 \\V(x)=x$

Both of the functions are linear. $L(x)$ is constant.

However we are required to determine the range of $(L\circ V)(x)$

$(L\circ V)(x)=L(V(x))=L(x)=-2374$

So the only possible solution that such notation gives is -2374 so therefore the answer in terms of range is $x\in\{-2374\}$

Hope this helps.

r3t40