Unit 5 Review

Last updated over 1 year ago

41 Nsɛmmisa

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A cubic function has x-intercepts at x=\frac{-1}{2} and x=-5; multiplicity of 2. Write the expression in factored form, x \in \mathbb{R}.

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Unit 5 Review

Last updated over 1 year ago

41 Nsɛmmisa

The graph of a function g(x) is shown to the right. Use the graph to answer the questions below:

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Ɛhia

How many turning points does the function have?

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The graph of a function g(x) is shown to the right. Use the graph to answer the questions below:

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Ɛhia

How many turning points does the function have?

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What is the degree of the function?

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The graph of a function g(x) is shown to the right. Use the graph to answer the questions below:

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Ɛhia

How many turning points does the function have?

Ɛhia

A cubic function has x-intercepts at x=\frac{-1}{2} and x=-5; multiplicity of 2. Write the expression in factored form, x \in \mathbb{R}.

Ɛhia

Given the roots of a quartic function are x=3i, and x=\frac{3}{5}; multiplicity of 2, write the expression in factored form, x \in \mathbb{R}.

Ɛhia

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Ɛhia

Unit 5 Review

A cubic function has x-intercepts at x=\frac{-1}{2} and x=-5; multiplicity of 2. Write the expression in factored form, x \in \mathbb{R}.

Unit 5 Review

How many turning points does the function have?

How many turning points does the function have?

What is the degree of the function?

How many turning points does the function have?

A cubic function has x-intercepts at x=\frac{-1}{2} and x=-5; multiplicity of 2. Write the expression in factored form, x \in \mathbb{R}.

Given the roots of a quartic function are x=3i, and x=\frac{3}{5}; multiplicity of 2, write the expression in factored form, x \in \mathbb{R}.

How many turning points does the function have?

What is the degree of the function?

Does the graph have a positive or negative leading coefficient?

What are the real root(s), including their multiplicity?Left to rightType it in (x,0) multiplicity of #, (x,0)

How many imaginary roots:

What are the factors?Type them in from left to right

How many turning points does the function have?

What is the degree of the function?

Does the graph have a positive or negative leading coefficient?

What are the real root(s), including their multiplicity?Left to rightType it in (x,0) multiplicity of #, (x,0)

How many imaginary roots:

How many turning points does the function have?

What is the degree of the function?

Does the graph have a positive or negative leading coefficient?

What are the real root(s), including their multiplicity?Left to rightType it in (x,0) multiplicity of #, (x,0)

How many imaginary roots:

What are the factors?Type them in from left to right

Given the roots of a quartic function are x=3i, and x=\frac{3}{5}; multiplicity of 2, write the expression in factored form, x \in \mathbb{R}.

Domain

Range

Increasing Interval

Decreasing Interval

Relative Minimum(s)

Absolute Minimum(s)

Relative Maximum(s):

Absolute Maximum(s):

Real Root(s):Type it in (x,y),(x,y)No Spaces

Y-intercept:Type it in (x,y)

Domain

Range

Increasing Interval

Decreasing Interval

Relative Minimum(s)

Absolute Minimum(s)

Relative Maximum(s):

Absolute Maximum(s):

Real Root(s):Type it in (x,y),(x,y)No Spaces

Y-intercept:Type it in (x,y)

What is the degree of the function?

Does the graph have a positive or negative leading coefficient?

What are the real root(s), including their multiplicity?Left to rightType it in (x,0) multiplicity of #, (x,0)

How many imaginary roots:

What are the factors?Type them in from left to right

Does the graph have a positive or negative leading coefficient?

What are the real root(s), including their multiplicity?Left to rightType it in (x,0) multiplicity of #, (x,0)

How many imaginary roots:

What is the degree of the function?

Does the graph have a positive or negative leading coefficient?

What are the real root(s), including their multiplicity?Left to rightType it in (x,0) multiplicity of #, (x,0)

How many imaginary roots:

What are the factors?Type them in from left to right

Domain

Range

Increasing Interval

Decreasing Interval

Relative Minimum(s)

Absolute Minimum(s)

Relative Maximum(s):

Absolute Maximum(s):

Real Root(s):Type it in (x,y),(x,y)No Spaces

Y-intercept:Type it in (x,y)

Domain

Range

Increasing Interval

Decreasing Interval

Relative Minimum(s)

Absolute Minimum(s)

Relative Maximum(s):

Absolute Maximum(s):

Real Root(s):Type it in (x,y),(x,y)No Spaces

Y-intercept:Type it in (x,y)

What are the real root(s), including their multiplicity?
Left to right
Type it in (x,0) multiplicity of #, (x,0)

What are the factors?
Type them in from left to right

What are the real root(s), including their multiplicity?
Left to right
Type it in (x,0) multiplicity of #, (x,0)

What are the real root(s), including their multiplicity?
Left to right
Type it in (x,0) multiplicity of #, (x,0)

What are the factors?
Type them in from left to right

Real Root(s):
Type it in (x,y),(x,y)
No Spaces

Y-intercept:
Type it in (x,y)

Real Root(s):
Type it in (x,y),(x,y)
No Spaces

Y-intercept:
Type it in (x,y)

What are the real root(s), including their multiplicity?
Left to right
Type it in (x,0) multiplicity of #, (x,0)

What are the factors?
Type them in from left to right

What are the real root(s), including their multiplicity?
Left to right
Type it in (x,0) multiplicity of #, (x,0)

What are the real root(s), including their multiplicity?
Left to right
Type it in (x,0) multiplicity of #, (x,0)

What are the factors?
Type them in from left to right

Real Root(s):
Type it in (x,y),(x,y)
No Spaces

Y-intercept:
Type it in (x,y)

Real Root(s):
Type it in (x,y),(x,y)
No Spaces

Y-intercept:
Type it in (x,y)