Best Answer

5*âˆš175 = 5*âˆš(25*7) = 5 *âˆš25*âˆš7 = 5*5*âˆš7 = 25âˆš7

Q: How do you simplify 5 with a radical of 175?

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You can't simplify it any farther then that.

8âˆš12/5âˆš4 = 8âˆš(3*4)/5âˆš4 = 8(âˆš3)/5 = 8/5*âˆš3

The answer depends on the form of the radical expression.

There is no radical to simplify!

It is âˆš500. You could simplify it to 10âˆš5.

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You can't simplify it any farther then that.

5 radical 7. TO see this, let X = 5*radical(7) so X2 = 52*7 = 175 and let Y = radical(13) so Y2 = 13 175 is somewhat greater than 13 hence the answer.

You have to factor under the radical. Looks like 5^2 will do sqrt(175) sqrt(5^2*7) 5sqrt(7)

8âˆš12/5âˆš4 = 8âˆš(3*4)/5âˆš4 = 8(âˆš3)/5 = 8/5*âˆš3

5 root 3

radical 89 cannot be simplified.

4 times radical 34

The answer depends on the form of the radical expression.

There is no radical to simplify!

It is âˆš500. You could simplify it to 10âˆš5.

Ahh ok radical 40 is equal to 2 radical 10

Why is it important to simplify radical expressions before adding or subtracting? How is adding radical expressions similar to adding polynomial expressions? How is it different? Provide a radical expression for your classmates to simplify..