1. Find the relative maxima and minima of y by the second-derivative test: (a) y=-2x2+8x+ 25 (9 y=x-3x2+5x +3 (b) y = x +6x2 +9 2x (d) y = 1-2x 2. Mr. Greenthumb wishes to mark out a rectangular flower bed, using a wall of his house as one side of the rectangle. The other three sides are to be marked by wire netting, of which he has only 64 ft available. What are the length Land width W of the rectangle that would give him the largest possible planting area? How do yau make sure that your answer gives the largest, not the smallest area? 3. A firm has the folowing total-cost and demand functions: C=}Q' -7Q +111Q+ 50 Q= 100-P (a) Does the total-cost function satisfy the coefficient restrictions of (9.5)? (b) Write out the total-revenue function Rin terms of Q. () Formulate the total-profit function a in terms of Q. (d) Find the profit-maximizing level of output Q. (e) What is the maximum profit?

Managerial Economics: Applications, Strategies and Tactics (MindTap Course List)
14th Edition
ISBN:9781305506381
Author:James R. McGuigan, R. Charles Moyer, Frederick H.deB. Harris
Publisher:James R. McGuigan, R. Charles Moyer, Frederick H.deB. Harris
Chapter4A: Problems In Applying The Linear Regression Model
Section: Chapter Questions
Problem 5E
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only the pink colored problems please

EXERCISE 9.4
1. Find the relative maxima and minima of y by the second-derívative test:
(a) y = -2x+8x+25
(b) y = x +6x² +9
(9 y=jr- 3x2 + 5x + 3
2x
(のY=T-2x
2. Mr. Greenthumb wishes to mark out a rectangular flower bed, using a wall of his house
as one side of the rectangle. The other three sides are to be marked by wire netting, of
which he has only 64 ft available. What are the length L and width W of the rectangle
that would give him the largest possible planting area? How do yau make sure that
your answer gives the largest,
3. A firm has the following total-cost and demand functions:
the smallest area?
C=}0? -7Q +11Q+ 50
Q = 100 - P
(a) Does the total-cost function satisfy the coefficient restrictions of (9.5)?
(b) Write out the total-revenue function Rin tems of Q.
(O Formulate the total-profit function T in terms of Q.
(d) Find the profit-maximizing level of output Q".
(e What is the maximum profit?
Transcribed Image Text:EXERCISE 9.4 1. Find the relative maxima and minima of y by the second-derívative test: (a) y = -2x+8x+25 (b) y = x +6x² +9 (9 y=jr- 3x2 + 5x + 3 2x (のY=T-2x 2. Mr. Greenthumb wishes to mark out a rectangular flower bed, using a wall of his house as one side of the rectangle. The other three sides are to be marked by wire netting, of which he has only 64 ft available. What are the length L and width W of the rectangle that would give him the largest possible planting area? How do yau make sure that your answer gives the largest, 3. A firm has the following total-cost and demand functions: the smallest area? C=}0? -7Q +11Q+ 50 Q = 100 - P (a) Does the total-cost function satisfy the coefficient restrictions of (9.5)? (b) Write out the total-revenue function Rin tems of Q. (O Formulate the total-profit function T in terms of Q. (d) Find the profit-maximizing level of output Q". (e What is the maximum profit?
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