DEAMER 2.1 Practice (4/14/2026)

Last updated about 1 month ago

19 questions

Check Your Understanding on "Can We Predict Stock Values?"

Selected values of a polynomial function f are given.
Determine the degree of the polynomial.

The graph of a quartic polynomial y=f(x) is shown.

Check Your Understanding on "What’s Up With the Zeros?"

The graph of a 6th degree polynomial y=g(x) is shown.

A polynomial has zeros at x=4 (with a multiplicity of 2), x=-2, and x=3i.

Let f(x)=(x+6)(x^{2}+2x+5).

Check Your Understanding on "Who is the Fairest of Them All?"

DEAMER 2.1 Practice (4/14/2026)

DEAMER 2.1 Practice (4/14/2026)

Selected values of a polynomial function f are given.
Determine the degree of the polynomial.

Half of the graph of an odd function is shown below. Sketch the other half of the function.

If (3,-18) is on the graph of an even function, what other point is guaranteed to be on the graph?

Is y=x^{5}+x^{3}+3 an even function, an odd function, or neither?
Prove your answer algebraically.

Selected values of a polynomial function f are given.
Determine the degree of the polynomial.

Determine the number of x-intercepts of f.

How many times does the graph of change concavity?

Label the absolute minimum A, or explain why this value does not exist.

Label the absolute maximum B, or explain why this value does not exist.

A polynomial function g has x-intercepts at x=0 and x=4. Which of the following statements must be true?

Identify all the zeros of g and state their multiplicity.

Does the equation g(x)=0 have any imaginary solutions?
How do you know?

What is the minimum degree of the polynomial?

Write an equation for the polynomial in factored form.

What if the y-intercept had to be 864?
Write a new equation.

Find all zeroes of f.

Rewrite the equation for f(x) in fully factored form (only linear factors).

Half of the graph of an odd function is shown below. Sketch the other half of the function.

If (3,-18) is on the graph of an even function, what other point is guaranteed to be on the graph?

Is y=x^{5}+x^{3}+3 an even function, an odd function, or neither?
Prove your answer algebraically.

True or false: If the statement is true, explain why it must be true using the definitions of even and odd functions. If it is false, provide a counterexample in the Show Your Work tool.

All even functions go through the origin.

True or false: If the statement is true, explain why it must be true using the definitions of even and odd functions. If it is false, provide a counterexample in the Show Your Work tool.

If each term in a polynomial function has an even exponent, the function is even.

Determine the number of x-intercepts of f.

How many times does the graph of change concavity?

Label the absolute minimum A, or explain why this value does not exist.

Label the absolute maximum B, or explain why this value does not exist.

Identify all the zeros of g and state their multiplicity.

Does the equation g(x)=0 have any imaginary solutions?
How do you know?

What is the minimum degree of the polynomial?

Write an equation for the polynomial in factored form.

What if the y-intercept had to be 864?
Write a new equation.

Rewrite the equation for f(x) in fully factored form (only linear factors).

DEAMER 2.1 Practice (4/14/2026)

DEAMER 2.1 Practice (4/14/2026)

Selected values of a polynomial function f are given. Determine the degree of the polynomial.

Half of the graph of an odd function is shown below. Sketch the other half of the function.

If (3,-18) is on the graph of an even function, what other point is guaranteed to be on the graph?

Is y=x^{5}+x^{3}+3 an even function, an odd function, or neither? Prove your answer algebraically.

Selected values of a polynomial function f are given. Determine the degree of the polynomial.

Determine the number of x-intercepts of f.

How many times does the graph of change concavity?

Label the absolute minimum A, or explain why this value does not exist.

Label the absolute maximum B, or explain why this value does not exist.

A polynomial function g has x-intercepts at x=0 and x=4. Which of the following statements must be true?

Identify all the zeros of g and state their multiplicity.

Does the equation g(x)=0 have any imaginary solutions? How do you know?

What is the minimum degree of the polynomial?

Write an equation for the polynomial in factored form.

What if the y-intercept had to be 864? Write a new equation.

Find all zeroes of f.

Rewrite the equation for f(x) in fully factored form (only linear factors).

Half of the graph of an odd function is shown below. Sketch the other half of the function.

If (3,-18) is on the graph of an even function, what other point is guaranteed to be on the graph?

Is y=x^{5}+x^{3}+3 an even function, an odd function, or neither? Prove your answer algebraically.

True or false: If the statement is true, explain why it must be true using the definitions of even and odd functions. If it is false, provide a counterexample in the Show Your Work tool.All even functions go through the origin.

True or false: If the statement is true, explain why it must be true using the definitions of even and odd functions. If it is false, provide a counterexample in the Show Your Work tool.If each term in a polynomial function has an even exponent, the function is even.

Determine the number of x-intercepts of f.

How many times does the graph of change concavity?

Label the absolute minimum A, or explain why this value does not exist.

Label the absolute maximum B, or explain why this value does not exist.

Identify all the zeros of g and state their multiplicity.

Does the equation g(x)=0 have any imaginary solutions? How do you know?

What is the minimum degree of the polynomial?

Write an equation for the polynomial in factored form.

What if the y-intercept had to be 864? Write a new equation.

Rewrite the equation for f(x) in fully factored form (only linear factors).

Selected values of a polynomial function f are given.
Determine the degree of the polynomial.

Is y=x^{5}+x^{3}+3 an even function, an odd function, or neither?
Prove your answer algebraically.

Selected values of a polynomial function f are given.
Determine the degree of the polynomial.

Does the equation g(x)=0 have any imaginary solutions?
How do you know?

What if the y-intercept had to be 864?
Write a new equation.

Is y=x^{5}+x^{3}+3 an even function, an odd function, or neither?
Prove your answer algebraically.

True or false: If the statement is true, explain why it must be true using the definitions of even and odd functions. If it is false, provide a counterexample in the Show Your Work tool.

All even functions go through the origin.

True or false: If the statement is true, explain why it must be true using the definitions of even and odd functions. If it is false, provide a counterexample in the Show Your Work tool.

If each term in a polynomial function has an even exponent, the function is even.

Does the equation g(x)=0 have any imaginary solutions?
How do you know?

What if the y-intercept had to be 864?
Write a new equation.