Question

Sherrick graphed a function on the board

Answer 1

$f(x)=-x-3$ equation represents Sherrick's graph.

Step-by-step explanation:

Here, Let us have a graph of line $f(x) = x$ , which will be a straight line passing through origin . Now, rotate the graph by 180° and now new equation becomes $f(x) = -x$ , which is a straight line passing through origin . Now, shift the graph 3 units downwards on y axis so the new and final equation becomes $f(x) = -x-3$ which is a straight line passing through at x = -3 at x-axis & y = -3 at y-axis.

∴ Equation which represents Sherrick's graph is $f(x) = -x-3$.