Unit 5 Review

Last updated 10 months ago

41 questions

Required

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}.

Required

Unit 5 Review

Last updated 10 months ago

41 questions

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

Required

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

Required

How many turning points does the function have?

Required

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

Required

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}.

Required

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}.

Required

Required

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?

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)

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

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

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)