Interpreting Expressions (NC.M1.A-SSE.1A)
Meaning in Context (NC.M1.A-SSE.1B)
Equivalent Forms (NC.M1.A-SSE.3)
Polynomial Operations (NC.M1.A-APR.1)
Zeros of Polynomials (NC.M1.A-APR.3)


Zeros of Polynomials (NC.M1.A-APR.3)

100

In the expression 5x+7, this is the name for '5'.

What is a coefficient?

100

In the expression 10x+5, representing the total cost of renting a bike for x hours, this number represents the hourly rental rate.

What is 10?

100

The factored form of 2x+6.

What is 2(x+3)?

100

The sum of (3x+2)+(x−5).

What is 4x−3?

100

If (x−4) is a factor of a polynomial, this is one of its zeros.

What is x=4?

200

The individual parts of an expression that are separated by addition or subtraction signs, such as 3x2, −2x, and 4 in 3x2−2x+4.

What are terms?

200

If a car's value is modeled by V(t)=20000(0.85)t, where t is years, this number indicates the annual rate of depreciation.

What is 0.15 (or 15%)?

200

The product of (x+4)(x−4).

What is x2−16?

200

The result of subtracting (x2+3x) from (4x2−x).

What is 3x2−4x?

200

The zeros of the function f(x)=(x−5)(x+1).

What are x=5 and x=−1?

300

In the expression (x+2)(x−3), these are the two quantities being multiplied.

What are factors?

300

For the function h(t)=−16t2+60t+5, which models the height of a projectile, this term represents the initial height from which the projectile was launched.

What is 5 (or the constant term)?

300

The factored form of the quadratic expression x2+5x+6.

What is (x+2)(x+3)?

300

The product of x(x+7).

What is x2+7x?

300

The graph of a polynomial crosses or touches the x-axis at these points.

What are the zeros, solutions (or x-intercepts)?

400

For the expression 2(x+y), this property allows us to write it as 2x+2y.

What is the distributive property?

400

n the cost function C(x)=25+0.50x, where x is the number of items produced, this value represents the fixed cost (cost incurred even if no items are produced).

What is 25?

400

To show the zeros of a quadratic function like f(x)=x2−4x+3, you would rewrite it in this factored form.

What is f(x)=(x−1)(x−3)?

400

The product of (x+3)(x−2).

What is x2+x−6?

400

To find the zeros of f(x)=x2−9, you would set the expression equal to zero and then factor it, resulting in these two values.

What are x=3 and x=−3?

500

In the expression P(1+r)t, this variable represents the initial principal amount.

What is P?

500

If a population doubles every year, modeled by P(t)=P0(2)t, this number represents the growth factor per time period.

What is 2?

500

The equivalent exponential form of 23⋅25.

What is 28?

500

The result of (2x−1)(x2+3x−4).

What is 2x3+5x2−11x+4?

500

If the zeros of a quadratic function are x=0 and x=7, this is a possible factored form of the function.

What is f(x)=x(x−7) (or f(x)=k⋅x(x−7) for any non-zero constant k)?

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