Please help me solve this. Show your graph, if it is manually graphed much better. Show complete step-by-step solutions. Follow instructions strictly.

Consider the function (for questions E and F) 150x3 S(x) x3 + k E. What will happen to lim S(x) if k is replaced by any value greater than 4? Any value less than 4? Discuss X-+60 how the number k affects the limit of S(x) as x gets very large. Support your answer graphically to show the variation. X-460 F. What will happen to lim S(x) if 150 is replaced by any constant? Support your answer analytically. Consider the function (for question G) ax3 S(x) = bx3 + k G. What will happen to lim S(x) if a, b, and k are any constant? Support your answer analytically. How do X-+00 the constants a, b, and k affect the total monthly gross sales of the album