{{asɛmtiNe Ɔkyerɛwfo}} | Nhomakorabea | Nneɛma a ɛma wotumi yɛ ade

1

Factor:

1

Factor:

1

Change to intercept form:

1

Find the zeros:
Write your answer as p=, q=_

1

Factor completely:

1

Find the x-intercepts:
Write your answer as p=_, q=_

1

Factor completely:

The following 4 questions will be about the quadratic:

1

Find the axis of symmetry of the quadratic:

1

Find the vertex of the quadratic:

1

Create a table of 5 points and graph the function. (You should use the vertex you already calculated as one point!)

1

How does this function compare to the parent function? Explain.

1

Multiply:

1

Multiply:

1

Write an equation of the parabola in vertex form that passes through (4, 6) and has a vertex of (2, -2)

1

Write the quadratic in standard form:

1

Alg462, GCF and factor when a=1, Review

Alg462, GCF and factor when a=1, Review

Factor:

Factor:

Change to intercept form:

Find the zeros:
Write your answer as p=, q=_

Factor completely:

Find the x-intercepts:
Write your answer as p=_, q=_

Factor completely:

Find the axis of symmetry of the quadratic:

Find the vertex of the quadratic:

Create a table of 5 points and graph the function. (You should use the vertex you already calculated as one point!)

How does this function compare to the parent function? Explain.

Multiply:

Multiply:

Write an equation of the parabola in vertex form that passes through (4, 6) and has a vertex of (2, -2)

Write the quadratic in standard form:

Factor:

Factor:

Change to intercept form:

Find the zeros:
Write your answer as p=, q=_

Factor completely:

Find the x-intercepts:
Write your answer as p=_, q=_

Factor completely:

Find the axis of symmetry of the quadratic:

Find the vertex of the quadratic:

Create a table of 5 points and graph the function. (You should use the vertex you already calculated as one point!)

How does this function compare to the parent function? Explain.

Multiply:

Multiply:

Write an equation of the parabola in vertex form that passes through (4, 6) and has a vertex of (2, -2)

Write the quadratic in standard form:

Alg462, GCF and factor when a=1, Review

Alg462, GCF and factor when a=1, Review

Factor:

Factor:

Change to intercept form:

Find the zeros:Write your answer as p=____, q=_____

Factor completely:

Find the x-intercepts:Write your answer as p=_____, q=_____

Factor completely:

Find the axis of symmetry of the quadratic:

Find the vertex of the quadratic:

Create a table of 5 points and graph the function. (You should use the vertex you already calculated as one point!)

How does this function compare to the parent function? Explain.

Multiply:

Multiply:

Write an equation of the parabola in vertex form that passes through (4, 6) and has a vertex of (2, -2)

Write the quadratic in standard form:

Factor:

Factor:

Change to intercept form:

Find the zeros:Write your answer as p=____, q=_____

Factor completely:

Find the x-intercepts:Write your answer as p=_____, q=_____

Factor completely:

Find the axis of symmetry of the quadratic:

Find the vertex of the quadratic:

Create a table of 5 points and graph the function. (You should use the vertex you already calculated as one point!)

How does this function compare to the parent function? Explain.

Multiply:

Multiply:

Write an equation of the parabola in vertex form that passes through (4, 6) and has a vertex of (2, -2)

Write the quadratic in standard form:

Find the zeros:
Write your answer as p=, q=_

Find the x-intercepts:
Write your answer as p=_, q=_

Find the zeros:
Write your answer as p=, q=_

Find the x-intercepts:
Write your answer as p=_, q=_