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Algebra L7-1 Quiz v2

Last updated over 2 years ago

5 questions

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1

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Question 1

1.

Question 2

2.

Reorganize this expression so it is in "standard form". This means
The monomial with the highest degree should come first, with every next monomial of equal or lesser degree.
Whenever possible, order the variable factors within a monomial alphabetically.

Question 3

3.

Question 4

4.

Simplify the expression. Make sure your answer is in standard form for a polynomial.

(2x^{2}+6x+5)-(3x^{2}-2x+1)

Question 5

5.

Simplify the expression. Make sure your answer is in standard form for a polynomial.

(15x^{3} – 6x – 23) + (3x^{3} – 5x^{2} + 8x + 10) + (-8x^{3} + 2x^{2} – 7x) + (9x^{2} – 4x + 15)

Select all (and only) monomials of degree 4.

8(ab)^{4}

9xy^{3}

4x^{2}y^{3}

-3h^{4}j^{2}

\frac{2}{7}x^{4}

Choose the option that meets all three requirements:
The expression is equivalent to 8h^{2}-3h^{2}k^{3}+20h^{3}k-5+12k-6h^{2}
The expression is in standard form
All like terms have been combined

-3h^{2}k^{3}+20h^{3}k+8h^{2}-6h^{2}+12k-5

-5+12k+2h^{2}+17h^{2}k^{3}

17h^{2}k^{3}+2h^{2}+12k-5

-3h^{2}k^{3}+20h^{3}k+2h^{2}+12k-5