A.EO.3a&b: Simplifying Monomials Using the product Rule

Front

What is a monomial?

Back

A monomial is a polynomial with only one term, which can be a number, a variable, or a product of numbers and variables raised to non-negative integer powers.

Front

What is the Product Rule for exponents?

Back

Front

Simplify: (-8m^2n^3)(2mn^6)

Back

-16m^3n^9

Front

Simplify: \frac{1}{3}(2a^3b)(6b^3)

Back

4a^3b^4

Front

Identify the rule to simplify: (4x^3)(2x^2)

Back

Product of Powers

Front

Simplify: (-4a^3b^4c^5)(3ab^3c^2)

Back

-12a^4b^7c^7

Front

TRUE or FALSE: (8y^3)(-3x^2y^2)(\frac{2}{8}xy^4) = -6x^3y^9

Back

TRUE

Front

What is the Power of a Product Rule?

Back

Front

What is the Quotient Rule for exponents?

Back

Front

Simplify: (x^4)(x^3)

Back

x^7