A. g(x) has a maximum at x = 2g(x) has an inflection point at x = 0.A. 9.5 ft. x 32 ft.49.Your new puppy needs a rectangular dog run outside. You have 50 feet of fencing and plan touse the wall of your garage as one side and fence the other three sides. What is the size of thedog run that can be constructed in order to maximize the area?C. 12.5 ft. x 25 ft.B. g(x) has a minimum at x = 2A. - In 2D. g(x) an inflection point at x = -2:00hos IIB. 11 ft. x 28 ft.D. 15 ft. x 20 ft.50.The slope of the curve y = x² - e-* at its point of inflection isB. 2- In 4to falow, and (c)robovenop al (x)\ da(2-)tivo!vino Il bus

Answer to the question number 49 is given below. We want to find the maximum area.

49. Your new puppy needs a rectangular dog run outside. You have 50 feet of fencing and plan use the wall of your garage as one side and fence the other three sides. What is the size of th dog run that can be constructed in order to maximize the area? A. 9.5 ft. x 32 ft. C. 12.5 ft. x 25 ft. B. 11 ft. x 28 ft. D. 15 ft. x 20 ft. to talow and (c) wobovenos al (x)

49. Your new puppy needs a rectangular dog run outside. You have 50 feet of fencing and plan use the wall of your garage as one side and fence the other three sides. What is the size of th dog run that can be constructed in order to maximize the area? A. 9.5 ft. x 32 ft. C. 12.5 ft. x 25 ft. B. 11 ft. x 28 ft. D. 15 ft. x 20 ft. to talow and (c) wobovenos al (x)

College Algebra

1st Edition

ISBN:9781938168383

Author:Jay Abramson

Publisher:Jay Abramson

Chapter5: Polynomial And Rational Functions

Section: Chapter Questions

Problem 6PT: Solve the following application problem. A rectangular field is to be enclosed by fencing. In...

See similar textbooks