Review Operations with Polynomials

Review Operations with Polynomials

By Charisse Baker-Ingram

4. I can multiply binomials & trinomials.

5. I can model real-life situations using operations with polynomials.

​Success Criteria

1. I can classify polynomials.

2. I can add & subtract polynomials.

3. I can multiply & divide polynomials by monomials.

​Success Criteria

Learning Target: Add, Subtract, Multiply & Divide Polynomials

Some text here about the topic of discussion

Multiple Choice

• 4

• 1

• 5

• 0

Multiple Choice

• 2

• 8

• 9

• 1

Multiple Choice

• 8

• 4

• 2

• 6

Multiple Choice

Write the polynomial in standard form:

• -c + 6c² +2c⁴

• 6c² + 2c⁴ - c

• -c + 2c⁴ + 6c²

• 2c⁴ + 6c² - c

Multiple Choice

Identify the degree and the leading coefficient of the polynomial:

• degree: 3

  leading coefficient: -4

• degree: 3

  leading coefficient: 8

• degree: 1

  leading coefficient: 8

• degree: 3

  leading coefficient: 4

Multiple Choice

• 7y + 10

• -3y + 2

• 3y + 10

• -7y + 2

Multiple Choice

• 10c

• 10c²

• 7c³

• 10c³

Multiple Choice

• 18d⁴

• -18d¹²

• -18d⁷

• 3d

Multiple Choice

• 36r³ +24r²

• -36r³ - 24r²

• 36r² + 24r

• -36r³ - 4r²

Multiple Choice

• 3k² - 5k - 3

• -3k² +5k + 3

• -2k² + 5k - 3

• 2k² - 5k + 3

Multiple Choice

Find the product.

(b + 3)(b + 7)

• 10b

• b² + 10b + 21

• b + 10b² + 21

• b² - 10b - 21

Multiple Choice

Find the product.

(k + 5) (k - 5)

• k² + 25

• k² - 25

• k² + 10k +25

• k² -10k -25

Multiple Choice

Find the product.

(8 - 4x)(6 + 2x)

• 48 - 8x - 8x²

• -48 -16x + 8x²

• 48 - 8x + 8x²

• 48 - 8x²

Multiple Choice

• 2x² +19x +45

• 2x² + x + 45

• 2x² + x - 45

• 6x - 8

Multiple Choice

• n² + 4n - 10

• n4 +4n³ - 10n²

• 2n⁴ + 4n³ - 10n²

• n² +4n +10

Multiple Choice

• n² - 8n - 5

• n⁴ - 8n² + 5

• n² - 8n + 5

• 3n² +8n +17

Multiple Choice

• -2d - 8

• -3d + 10

• -10d

• 3d² - 10d +9

Multiple Choice

• m² +9m +6

• 7m² - 11m - 2

• 7m² + 9m - 2

• m² - 9m -6

Multiple Choice

The number of individual memberships at a fitness center in m months is represented by 52 + 6m. The number of family memberships is represented by 142 + 12m. Write a polynomial that represents the total number of memberships.

• 194 + 18m

• 6m - 90

• 194 + 18m²

• 58m + 18m²