the produce of 6x^3 y^3 and 2x^2 y is a.3xy^2 b.12x^6 y^3 c.12x^5 y^4 d.8x^5 y^4

Mathematics · High School · Tue Nov 03 2020

Answered on

Given:

6x^3y^3

2x^2y

Determine the product of the two values.

Solution:

In order to determine the product of the two values, we will apply the laws of exponents for multiplying variables with degrees or magnitude. For multiplication, it can be represented as,

(a^n)(b^n) = ab^(n+n)

This means that we simply add the exponents together, and multiply the constant variables.

(6x^3y^3)(2x^2y)

12 x^(3+2) y^(3+1)

12x^5y^4

Final answer:

c. 12x^5y^4

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