Question

Consider the leading term of the polynomial function. What is the end behavior of the graph? -3x5 + 9x4 + 5x3 + 3

a. The leading term is -3x5. Since n is odd and a is negative the end behavior is up and up
b. The leading term is -3x5. Since n is odd and a is negative the end behavior is down and down
c. The leading term is -3x5. Since n is odd and a is negative the end behavior is up and down
d. The leading term is -3x5. Since n is odd and a is negative the end behavior is down and up

Answer 1

can someone help me with this one

Answer 2

The answer is C.

Answer 3

Yes, they tell you the leasing term is -3 x^5. What does it do for large values of x>0, such as +10? Big negative.

What does it do for large values of x<0? Know that (-1)^5=-1.
End up with big negative or big positive? from -3(-big)^5?

Answer 4

thanks can you help me with one more

Answer 5

I'll try. Going to bed soon, though.

Answer 6

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