The domain of polynomial function P ( x ) = 2 x 4 + 3 x 3 − 17 x 2 − 6 x − 72 .

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Answer 1

Question

Chapter 4.1, Problem 63E

(a)

To determine

The domain of polynomial function P(x)=2x4+3x3−17x2−6x−72.

(b)

To determine

All the local minimum points of the polynomial P(x)=2x4+3x3−17x2−6x−72 and also find if there is any absolute minimum point.

(c)

To determine

All the local maximum points of the polynomial P(x)=2x4+3x3−17x2−6x−72 and also to find if there is any absolute maximum point.

(d)

To determine

The range of polynomial function P(x)=2x4+3x3−17x2−6x−72.

(e)

To determine

All the intercepts of the polynomial P(x)=2x4+3x3−17x2−6x−72 nearest to the hundredth and also determine the y intercept analytically.

(f)

To determine

The open interval over which the function P(x)=2x4+3x3−17x2−6x−72 is increasing.

(g)

To determine

The open interval over which the function P(x)=2x4+3x3−17x2−6x−72 is decreasing.

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Answer 2

Question

Chapter 4.1, Problem 63E

(a)

To determine

The domain of polynomial function P(x)=2x4+3x3−17x2−6x−72.

(b)

To determine

All the local minimum points of the polynomial P(x)=2x4+3x3−17x2−6x−72 and also find if there is any absolute minimum point.

(c)

To determine

All the local maximum points of the polynomial P(x)=2x4+3x3−17x2−6x−72 and also to find if there is any absolute maximum point.

(d)

To determine

The range of polynomial function P(x)=2x4+3x3−17x2−6x−72.

(e)

To determine

All the intercepts of the polynomial P(x)=2x4+3x3−17x2−6x−72 nearest to the hundredth and also determine the y intercept analytically.

(f)

To determine

The open interval over which the function P(x)=2x4+3x3−17x2−6x−72 is increasing.

(g)

To determine

The open interval over which the function P(x)=2x4+3x3−17x2−6x−72 is decreasing.

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Answer 3

Question

Chapter 4.1, Problem 63E

(a)

To determine

The domain of polynomial function P(x)=2x4+3x3−17x2−6x−72.

(b)

To determine

All the local minimum points of the polynomial P(x)=2x4+3x3−17x2−6x−72 and also find if there is any absolute minimum point.

(c)

To determine

All the local maximum points of the polynomial P(x)=2x4+3x3−17x2−6x−72 and also to find if there is any absolute maximum point.

(d)

To determine

The range of polynomial function P(x)=2x4+3x3−17x2−6x−72.

(e)

To determine

All the intercepts of the polynomial P(x)=2x4+3x3−17x2−6x−72 nearest to the hundredth and also determine the y intercept analytically.

(f)

To determine

The open interval over which the function P(x)=2x4+3x3−17x2−6x−72 is increasing.

(g)

To determine

The open interval over which the function P(x)=2x4+3x3−17x2−6x−72 is decreasing.

Expert Solution & Answer

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Answer 4

Question

Chapter 4.1, Problem 63E

(a)

To determine

The domain of polynomial function P(x)=2x4+3x3−17x2−6x−72.

(b)

To determine

All the local minimum points of the polynomial P(x)=2x4+3x3−17x2−6x−72 and also find if there is any absolute minimum point.

(c)

To determine

All the local maximum points of the polynomial P(x)=2x4+3x3−17x2−6x−72 and also to find if there is any absolute maximum point.

(d)

To determine

The range of polynomial function P(x)=2x4+3x3−17x2−6x−72.

(e)

To determine

All the intercepts of the polynomial P(x)=2x4+3x3−17x2−6x−72 nearest to the hundredth and also determine the y intercept analytically.

(f)

To determine

The open interval over which the function P(x)=2x4+3x3−17x2−6x−72 is increasing.

(g)

To determine

The open interval over which the function P(x)=2x4+3x3−17x2−6x−72 is decreasing.

Expert Solution & Answer

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Answer 5

Chapter 4.1, Problem 63E

(a)

To determine

The domain of polynomial function P(x)=2x4+3x3−17x2−6x−72.

(b)

To determine

All the local minimum points of the polynomial P(x)=2x4+3x3−17x2−6x−72 and also find if there is any absolute minimum point.

(c)

To determine

All the local maximum points of the polynomial P(x)=2x4+3x3−17x2−6x−72 and also to find if there is any absolute maximum point.

(d)

To determine

The range of polynomial function P(x)=2x4+3x3−17x2−6x−72.

(e)

To determine

All the intercepts of the polynomial P(x)=2x4+3x3−17x2−6x−72 nearest to the hundredth and also determine the y intercept analytically.

(f)

To determine

The open interval over which the function P(x)=2x4+3x3−17x2−6x−72 is increasing.

(g)

To determine

The open interval over which the function P(x)=2x4+3x3−17x2−6x−72 is decreasing.

Answer 6

Chapter 4.1, Problem 63E

(a)

To determine

The domain of polynomial function P(x)=2x4+3x3−17x2−6x−72.

Answer 7

Chapter 4.1, Problem 63E

(a)

To determine

The domain of polynomial function P(x)=2x4+3x3−17x2−6x−72.

Answer 8

(b)

To determine

All the local minimum points of the polynomial P(x)=2x4+3x3−17x2−6x−72 and also find if there is any absolute minimum point.

Answer 9

(b)

To determine

All the local minimum points of the polynomial P(x)=2x4+3x3−17x2−6x−72 and also find if there is any absolute minimum point.

Answer 10

(c)

To determine

All the local maximum points of the polynomial P(x)=2x4+3x3−17x2−6x−72 and also to find if there is any absolute maximum point.

Answer 11

(c)

To determine

All the local maximum points of the polynomial P(x)=2x4+3x3−17x2−6x−72 and also to find if there is any absolute maximum point.

Answer 12

(d)

To determine

The range of polynomial function P(x)=2x4+3x3−17x2−6x−72.

Answer 13

(d)

To determine

The range of polynomial function P(x)=2x4+3x3−17x2−6x−72.

Answer 14

(e)

To determine

All the intercepts of the polynomial P(x)=2x4+3x3−17x2−6x−72 nearest to the hundredth and also determine the y intercept analytically.

Answer 15

(e)

To determine

All the intercepts of the polynomial P(x)=2x4+3x3−17x2−6x−72 nearest to the hundredth and also determine the y intercept analytically.

Answer 16

(f)

To determine

The open interval over which the function P(x)=2x4+3x3−17x2−6x−72 is increasing.

Answer 17

(f)

To determine

The open interval over which the function P(x)=2x4+3x3−17x2−6x−72 is increasing.

Answer 18

(g)

To determine

The open interval over which the function P(x)=2x4+3x3−17x2−6x−72 is decreasing.

Answer 19

(g)

To determine

The open interval over which the function P(x)=2x4+3x3−17x2−6x−72 is decreasing.

Answer 20

Expert Solution & Answer

Answer 21

Expert Solution & Answer

Answer 22

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Answer 23

The domain of polynomial function P ( x ) = 2 x 4 + 3 x 3 − 17 x 2 − 6 x − 72 .

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The domain of polynomial function P(x)=2x4+3x3−17x2−6x−72.

All the local minimum points of the polynomial P(x)=2x4+3x3−17x2−6x−72 and also find if there is any absolute minimum point.

All the local maximum points of the polynomial P(x)=2x4+3x3−17x2−6x−72 and also to find if there is any absolute maximum point.

The range of polynomial function P(x)=2x4+3x3−17x2−6x−72.

All the intercepts of the polynomial P(x)=2x4+3x3−17x2−6x−72 nearest to the hundredth and also determine the y intercept analytically.

The open interval over which the function P(x)=2x4+3x3−17x2−6x−72 is increasing.

The open interval over which the function P(x)=2x4+3x3−17x2−6x−72 is decreasing.

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