Find the average rate of change of the function as x changes from a to b.h(x) = 
; a = -2, b = 3
A. 0
B. 
C. 
D. - 
Answer: C
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Solve.The daily profit in dollars of a specialty cake shop is described by the function 
where x is the number of cakes prepared in one day. The maximum profit for the company occurs at the vertex of the parabola. How many cakes should be prepared per day in order to maximize profit?
A. 625 cakes B. 3750 cakes C. 25 cakes D. 50 cakes
Solve the equation graphically. Round to the nearest thousandth.ln
= 7 - log2
A. -2.698; 2.698 B. -2.848; 2.848 C. -2.836; 2.836 D. -2.682; 2.682
Solve the problem.A broker has up to $20,000 to invest. He can purchase municipal bonds yielding 8% of the amount invested and Treasury bonds yielding 10% of the amount invested. The broker's client insists that no more than $8000 be invested in municipal bonds and that at least three times as much be invested in municipal bonds as Treasury bonds. How should the broker invest her client's money in order to maximize the yield?
What will be an ideal response?
Evaluate the expression.(-5 + 40) ÷ 7 - 25
A. 30 B. -20 C. -30 D. 20