if a polynomial has four terms, $3x^{3}+5x + 6x^{2}+10$, which factoring method can be considered?\nperfect…

if a polynomial has four terms, $3x^{3}+5x + 6x^{2}+10$, which factoring method can be considered?\nperfect - square trinomial\ndifference of squares\nfactor by grouping\nsum of cubes

if a polynomial has four terms, $3x^{3}+5x + 6x^{2}+10$, which factoring method can be considered?\nperfect - square trinomial\ndifference of squares\nfactor by grouping\nsum of cubes

Answer

Brief Explanations:

A perfect - square trinomial has three terms, difference of squares has two terms, sum of cubes has two terms. When a polynomial has four terms like (3x^{3}+5x + 6x^{2}+10), factor by grouping can be used. We can group the terms as ((3x^{3}+6x^{2})+(5x + 10)) and then factor out the greatest common factor from each group.

Answer:

C. factor by grouping