How do you simplify $4 \sqrt{250}$ $4sqrt250$ ?

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Answer 1 · 2017-06-05T07:38:19

$20 \sqrt{10}$ $20sqrt10$

Arrange this equation

$4 \sqrt{250}$ $4sqrt250$

$= 4 \cdot \sqrt{25 \cdot 10}$ $=4*sqrt(25*10)$

$= 4 \cdot 5 \sqrt{10}$ $=4*5sqrt(10)$

$= 20 \sqrt{10}$ $=20sqrt10$

Note that $\sqrt{25} = 5$ $sqrt25=5$

Your answer is

$20 \sqrt{10}$ $20sqrt10$

How do you simplify 4sqrt2504√250 4sqrt250?