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Customer Question

ind the relative extrema: y...

ind the relative extrema: y = (x^4)/4 + x^3

Answer

a. relative min = 0

b. relative min = -3

c. relative max = -3

Question 2

Determine inflection point: y = (x^5)/20 + (x^4)/4 - 2x^2

Answer

a. -2

b. 0

c. 1

Question 3

Find horizontal and vertical asymptotes: y = x / (x^2 - 4)

Answer

a. vertical = -2,2; horizontal = 0

b. vertical = 2; horizontal = -2,0

c. vertical = -2,0; horizontal = 2

Question 4

Find horizontal and vertical asymptotes: y = x^3 / (x^2 - 9)

Answer

a. vertical = -3,3; horizontal = none

b. vertical = none; horizontal = -3,3

c. vertical = -9,9; horizontal = none

Question 5

Find the horizontal and vertical asymptotes: y = (x^2 - 1) / (2x^2 - 9x + 4)

Answer

a. vertical = 1/2, 4; horizontal = 1/2

b. vertical = 1/2, -4; horizontal = -1/2

c. vertical = 1/2; horizontal = 1/2, 4

Answer

a. relative min = 0

b. relative min = -3

c. relative max = -3

Question 2

Determine inflection point: y = (x^5)/20 + (x^4)/4 - 2x^2

Answer

a. -2

b. 0

c. 1

Question 3

Find horizontal and vertical asymptotes: y = x / (x^2 - 4)

Answer

a. vertical = -2,2; horizontal = 0

b. vertical = 2; horizontal = -2,0

c. vertical = -2,0; horizontal = 2

Question 4

Find horizontal and vertical asymptotes: y = x^3 / (x^2 - 9)

Answer

a. vertical = -3,3; horizontal = none

b. vertical = none; horizontal = -3,3

c. vertical = -9,9; horizontal = none

Question 5

Find the horizontal and vertical asymptotes: y = (x^2 - 1) / (2x^2 - 9x + 4)

Answer

a. vertical = 1/2, 4; horizontal = 1/2

b. vertical = 1/2, -4; horizontal = -1/2

c. vertical = 1/2; horizontal = 1/2, 4

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