Question

Can Someone Help With This Question Please

Answer 1

Given :-

• We have given expression, 4x² + x³

To Find :-

• We have to factorise this expressions as fully as possible

Let's Begin :-

4x² + x³

• Arrange it accordingly

x³ + 4x²

• X is common in the expression

x²( x + 4 )

• x² ( 4 + x)

Hence, After factorization we got two possible factors of the above expression that is x² and (4 + x )

Answer 2

x²(x +4)

Explanation:

You want the complete factorization of 4x² +x³.

Factors

The two terms have a factor of x² in common. There are not common constant (coefficient) factors other than 1. We can factor out x² to get ...

`4x^2 +x^3=x^3+4x^2=\boxed{x^2(x+4)}`

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Additional comment

We have chosen to write the factors in descending order of degree.

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