Step 1
Given;

Required; how would the graph of the new line
compare with the first one?
Step 2
The graph of y=-4x+1 is seen below;
The graph of y=-2x+6 is seen below
Thus, when we compare the new line with the first one we have that;



Answer; The new graph would be less steep than the original graph, and
the y-intercept would shift up by 5 units. Option C