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3 votes
9. Find the area of rectangle.
2x
A=
5x?
please help

9. Find the area of rectangle. 2x A= 5x? please help-example-1

2 Answers

6 votes

Answer:


\boxed{\sf Area \ of \ rectangle = 10x^3}

Given:

Length of rectangle = 5x²

Width of rectangle = 2x

To Find:

Area of rectangle

Explanation:


\sf Area \ of \ rectangle = Length * Width


\sf = 5 {x}^(2) * 2x


\sf = 5 * 2 {x}^(2 + 1)


\sf = 5 * 2 {x}^(3)


\sf = 10 {x}^(3)

User TimZaman
by
8.3k points
3 votes

Answer:


\huge\boxed{Area\ of\ Rectangle = 10x\³}

Explanation:

Area of Rectangle = Length * Width

Where Length = 2x and Width = 5x²

Area of Rectangle = (2x)(5x²)

Area of Rectangle = 10x³

User Alwin Jose
by
7.9k points

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