In which polynomials does P (x) approach negative infinity as x approaches infinity?

There may be more than one correct answer. Select all correct answers.

P (x) = 7x2+11x-6

P (x) = x3+x2+x

P (x) = -x2

P (x) = -6x5+8x4-10x3+10x2-4x+2

P (x) = -3x4+5x2+1

P (x) = -10x+9

Question

Mathematics

Guest

30 March, 15:37

In which polynomials does P (x) approach negative infinity as x approaches infinity?

There may be more than one correct answer. Select all correct answers.

P (x) = 7x2+11x-6

P (x) = x3+x2+x

P (x) = -x2

P (x) = -6x5+8x4-10x3+10x2-4x+2

P (x) = -3x4+5x2+1

P (x) = -10x+9

+4

Answers (2)

Know the Answer?

Kaeden · Answer 1

P (x) = -6x5+8x4-10x3+10x2-4x+2

P (x) = -3x4+5x2+1

P (x) = -10x+9

Step-by-step explanation:

basically, when you graph these, the end behavior on the right side goes toward negative infinity.

Katherine Lee · Answer 2

The answer is quite good but I'm gonna was a great game and I wanna is

In which polynomials does P (x) approach negative infinity as x approaches infinity?There may be more than one correct answer. Select all correct answers.P (x) = 7x2+11x-6P (x) = x3+x2+xP (x) = -x2P (x) = -6x5+8x4-10x3+10x2-4x+2P (x) = -3x4+5x2+1P (x) = -10x+9

In which polynomials does P (x) approach negative infinity as x approaches infinity?

There may be more than one correct answer. Select all correct answers.

P (x) = 7x2+11x-6

P (x) = x3+x2+x

P (x) = -x2

P (x) = -6x5+8x4-10x3+10x2-4x+2

P (x) = -3x4+5x2+1

P (x) = -10x+9