Multiplying Polynomials Examples

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Multiplying Polynomials Examples

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5 Ways To Multiply Polynomials WikiHow

Multiplying Polynomials A polynomial looks like this example of a polynomial this one has 3 terms To multiply two polynomials multiply each term in one polynomial by each term in the other polynomial add those answers together and simplify if needed Let us look at the simplest cases first This rule applies when multiplying a monomial by a monomial. To find the product of monomials, multiply the coefficients and add the exponents of variable factors with the same base. For example, 3x ⋅ 5x2 = 3 ⋅ 5 ⋅ x1 ⋅ x2 Commutativeproperty = 15x1 + 2 Productruleforexponents = 15x3.

Multiplying Polynomials By Polynomials Explained With Examples And

Multiplying Polynomials ExamplesSolution EXAMPLE 2 Multiply the polynomial 2x+4y-5z 2x +4y − 5z by -4x −4x. Solution EXAMPLE 3 Multiply 5 { {p}^3}-6pq+4 { {q}^2} 5p3 − 6pq + 4q2 by 3pq 3pq. Solution EXAMPLE 4 Multiply the polynomials (x+2) (x +2) y ( { {x}^2}+5x+2) (x2 + 5x+ 2). Solution EXAMPLE 5 Multiply (2 { {x}^2}-4) (2x2 − 4) by (-3 { {x}^2}+4x-10) (−3x2 + 4x − 10). Let s take an example to understand the multiplication of three polynomials Example Multiply 3m 2 4n 2 and 7p The above given three polynomials are written as 3m 2 4n 2 7p By using distributive property of polynomial multiplication we get 3m 4n 2 2 4n 2 7p 12mn 2 8n 2 7p 84mn 2 p 56n 2 p

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