Link to recording of Mrs. Heleniak: CLICK HERE

1

Ready to get screenshots for 4 of the 7 questions in 10.2.b Factors and Zeros Quiz??

Nokorɛ

Ɛnyɛ ampa

6

Drag the zero to the factor that it corresponds to

Zero: 4
Zero: 0
Zero: -3
Zero: 7
Zero: -7
Zero: 3

Factor: (x - 7)
Factor: (x + 7)^{2}
Factor: (x + 3)
Factor: (x - 3)
Factor: (4x^{2})
Factor: (x - 4)

1

have my screenshot for 10.2.b!

Nokorɛ

Ɛnyɛ ampa

1

Factor the polynomial function and then identify the zeros of the function. You will need to show ALL work for credit.
f(x) = -x^{4} - 16x^{3} - 64x^{2}

Factor the polynomial function and then identify the zeros of the function. You will need to show ALL work for credit.

f(x) = -x^{4} - 16x^{3} - 64x^{2}

Answer:

GCF: -1x^{2}

Factored form: f(x)=-1x^{2}(x+8)(x+8)

1

I have a screenshot for 10.2.b!
Please note: you must show ALL work for credit-the work shown at left is NOT sufficient for credit!

Nokorɛ

Ɛnyɛ ampa

3

Use factors and zeros to match the factored form of each polynomial function with its graph.

f(x)=3x^{2}(x-1)(x+4)
f(x)=(x+3)(x-2)(x+1)
f(x)=-x(x+2)(x-5)

1

have my screenshot for 10.2.b!

Nokorɛ

Ɛnyɛ ampa

1

Write a polynomial function in standard form with the following zeros:
-1, 3, 4

Write a polynomial function in standard form with the following zeros:

-1, 3, 4

Answer: (x+1)(x-3)(x-4)

f(x)=x^{3}-6x^{2}+5x+12

1

I have a screenshot for 10.2.b!
Please note: you must show ALL work for credit-the work shown at left is NOT sufficient for credit!

Nokorɛ

Ɛnyɛ ampa

You will have 4 screenshots for 10.2.b Factors and Zeros Quiz!

Quarter 4 Week 2-Factors and Zeros (10.2.b)

Link to recording of Mrs. Heleniak: CLICK HERE

Quarter 4 Week 2-Factors and Zeros (10.2.b)

Link to recording of Mrs. Heleniak: CLICK HERE

Ready to get screenshots for 4 of the 7 questions in 10.2.b Factors and Zeros Quiz??

Drag the zero to the factor that it corresponds to

have my screenshot for 10.2.b!

Factor the polynomial function and then identify the zeros of the function. You will need to show ALL work for credit.
f(x) = -x^{4} - 16x^{3} - 64x^{2}

I have a screenshot for 10.2.b!
Please note: you must show ALL work for credit-the work shown at left is NOT sufficient for credit!

Use factors and zeros to match the factored form of each polynomial function with its graph.

have my screenshot for 10.2.b!

Write a polynomial function in standard form with the following zeros:
-1, 3, 4

I have a screenshot for 10.2.b!
Please note: you must show ALL work for credit-the work shown at left is NOT sufficient for credit!

Ready to get screenshots for 4 of the 7 questions in 10.2.b Factors and Zeros Quiz??

Drag the zero to the factor that it corresponds to

have my screenshot for 10.2.b!

Factor the polynomial function and then identify the zeros of the function. You will need to show ALL work for credit.
f(x) = -x^{4} - 16x^{3} - 64x^{2}

I have a screenshot for 10.2.b!
Please note: you must show ALL work for credit-the work shown at left is NOT sufficient for credit!

Use factors and zeros to match the factored form of each polynomial function with its graph.

have my screenshot for 10.2.b!

Write a polynomial function in standard form with the following zeros:
-1, 3, 4

I have a screenshot for 10.2.b!
Please note: you must show ALL work for credit-the work shown at left is NOT sufficient for credit!

Quarter 4 Week 2-Factors and Zeros (10.2.b)

Link to recording of Mrs. Heleniak: CLICK HERE

Quarter 4 Week 2-Factors and Zeros (10.2.b)

Link to recording of Mrs. Heleniak: CLICK HERE

Ready to get screenshots for 4 of the 7 questions in 10.2.b Factors and Zeros Quiz??

Drag the zero to the factor that it corresponds to

have my screenshot for 10.2.b!

Factor the polynomial function and then identify the zeros of the function. You will need to show ALL work for credit. f(x) = -x^{4} - 16x^{3} - 64x^{2}

I have a screenshot for 10.2.b! Please note: you must show ALL work for credit-the work shown at left is NOT sufficient for credit!

Use factors and zeros to match the factored form of each polynomial function with its graph.

have my screenshot for 10.2.b!

Write a polynomial function in standard form with the following zeros:-1, 3, 4

I have a screenshot for 10.2.b! Please note: you must show ALL work for credit-the work shown at left is NOT sufficient for credit!

Ready to get screenshots for 4 of the 7 questions in 10.2.b Factors and Zeros Quiz??

Drag the zero to the factor that it corresponds to

have my screenshot for 10.2.b!

Factor the polynomial function and then identify the zeros of the function. You will need to show ALL work for credit. f(x) = -x^{4} - 16x^{3} - 64x^{2}

I have a screenshot for 10.2.b! Please note: you must show ALL work for credit-the work shown at left is NOT sufficient for credit!

Use factors and zeros to match the factored form of each polynomial function with its graph.

have my screenshot for 10.2.b!

Write a polynomial function in standard form with the following zeros:-1, 3, 4

I have a screenshot for 10.2.b! Please note: you must show ALL work for credit-the work shown at left is NOT sufficient for credit!

Factor the polynomial function and then identify the zeros of the function. You will need to show ALL work for credit.
f(x) = -x^{4} - 16x^{3} - 64x^{2}

I have a screenshot for 10.2.b!
Please note: you must show ALL work for credit-the work shown at left is NOT sufficient for credit!

Write a polynomial function in standard form with the following zeros:
-1, 3, 4

I have a screenshot for 10.2.b!
Please note: you must show ALL work for credit-the work shown at left is NOT sufficient for credit!

Factor the polynomial function and then identify the zeros of the function. You will need to show ALL work for credit.
f(x) = -x^{4} - 16x^{3} - 64x^{2}

I have a screenshot for 10.2.b!
Please note: you must show ALL work for credit-the work shown at left is NOT sufficient for credit!

Write a polynomial function in standard form with the following zeros:
-1, 3, 4

I have a screenshot for 10.2.b!
Please note: you must show ALL work for credit-the work shown at left is NOT sufficient for credit!