The term 20x^{3} appears in both the expressions 20x^{3} + 8x^{2} and 20x^{3} + 10x but factor 20x^{3} in different ways to obtain each polynomial factorization Whether the given statement make sense or does not make sence.

Braxton Pugh 2020-11-01 Answered
The term 20x3 appears in both the expressions 20x3+8x2 and 20x3+10x but factor 20x3 in different ways to obtain each polynomial factorization Whether the given statement make sense or does not make sence.
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Expert Answer

Adnaan Franks
Answered 2020-11-02 Author has 92 answers
Calculation:
Given that the two expression are 20x3+8x2 and 20x3+10x.
In order to factor the expressions 20x3+8x2 and 20x3+10x, to find the greatest common factor of both term in given expression and factor out the GCF.
Thus, factor the term 20x3 depends on the second term of given expression.
Since the greatest common factor of 20x3 and 8x2 is 4x2, the term 20x3 can be written as 5x4x2.
The greatest common factor of 20x3 and 10x is 10x, then the term 20x3 can be written as 10x2x2.
Therefore, factor 20x3 in different ways to obtain each polynomial factorization.
Hence, the statement makes sence.
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