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The area of a rectangle is 25$\sqrt{35}$ square feet and the width is 10$\sqrt{5}$ feet. Find the length ofthe rectangle in simplest radical form.

$\frac{5}{2} \sqrt{7} f t$

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Chapter 3

REAL NUMBERS AND RADICALS

Section 6

Dividing Radicals

Whole which of Numbers

Fractions and Mixed Numbers

Decimals

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The dimensions of a rectan…

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In $19-25,$ express each a…

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The area of a rectangle is…

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Find the perimeter and are…

The length of a rectangle …

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The area of a square is 15…

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Solve each problem.A r…

So we're given that the era rectangle is 25 35. So I know that area is 25 times very 30 were also given that the wit is time to square it is, But they were looking for the link I never went in simples for we know that area is Link Tom's wit. What if you saw for Blake Foreign divide both sides by the wit So Lee is area divided by with so the situation will calm them standing so like this area divided by wood. So I'm gonna substitute in area is 25 Route 35 and with this tin route, but so automatically we can reduce our regular numbers about dividing by the greatest moment factor. So to go someone factor between 10 and 25. Spot 25 divided by five gets a spot and 10 divided by five gets us to So we have five work too. And then when you combine these radicals because they have the same right, so just radical square it of 35 over five and I'm gonna do the same thing. I wanted to buy the top bottom by the great become a factor in this case, it's Father 35 divided by five years. A seven and five divided by five gives us boy. So we have five over two times the square root of seven. And that's as far as we can. Simplify this expression and be sure to include units. In this case, it's Bates. It is just like so it's not beat, squared or cute or anything. It's just

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