Find the expression for the area of the figure. Give your answer as a simplified radical.

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asked Jul 11, 2021 90.9k views

3 votes

Find the expression for the area of the figure. Give your answer as a simplified radical.

Mathematics
high-school

Guyskk asked

by Guyskk

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1 Answer

5 votes

Answer:

Explanation:

Area of rectangle= length × breadth

Area of figure

$= ( √(15x)) ( √(10x) ) \\ = √((10x)(15x)) \\ = \sqrt{150 {x}^(2) } \\ = \sqrt{6(25 {x}^(2)) } \\ = (√(6) )( \sqrt{( {5x})^(2) } ) \\ = ( √(6) )(5x) \\ = 5x √(6)$

Silvergasp answered Jul 18, 2021

by Silvergasp

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