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Find a, b, and n of the factored form of the binomial expansion.

16x^4 + 480x^3y + 5,400x2y^2 + 27,000xy^3 + 50,625y^4

User Inversion
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1 Answer

4 votes

Explanation:

A is the 1st term

B is the last term

N is the power of the binomial

n=4 since the greatest power is 4

By finding the 4th root of the 1st and the last term as shown in the attached files

We can find the binomial

Find a, b, and n of the factored form of the binomial expansion. 16x^4 + 480x^3y + 5,400x-example-1
Find a, b, and n of the factored form of the binomial expansion. 16x^4 + 480x^3y + 5,400x-example-2
Find a, b, and n of the factored form of the binomial expansion. 16x^4 + 480x^3y + 5,400x-example-3
Find a, b, and n of the factored form of the binomial expansion. 16x^4 + 480x^3y + 5,400x-example-4
User Mao
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