5*√175 = 5*√(25*7) = 5 *√25*√7 = 5*5*√7 = 25√7
You can't simplify it any farther then that.
To simplify (3\sqrt{175}), first factor (175) into prime factors: (175 = 25 \times 7 = 5^2 \times 7). This allows us to simplify the square root: (\sqrt{175} = \sqrt{25 \times 7} = \sqrt{25} \times \sqrt{7} = 5\sqrt{7}). Therefore, (3\sqrt{175} = 3 \times 5\sqrt{7} = 15\sqrt{7}).
8√12/5√4 = 8√(3*4)/5√4 = 8(√3)/5 = 8/5*√3
The answer depends on the form of the radical expression.
It is √500. You could simplify it to 10√5.
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)
To simplify (3\sqrt{175}), first factor (175) into prime factors: (175 = 25 \times 7 = 5^2 \times 7). This allows us to simplify the square root: (\sqrt{175} = \sqrt{25 \times 7} = \sqrt{25} \times \sqrt{7} = 5\sqrt{7}). Therefore, (3\sqrt{175} = 3 \times 5\sqrt{7} = 15\sqrt{7}).
8√12/5√4 = 8√(3*4)/5√4 = 8(√3)/5 = 8/5*√3
5 root 3
The answer depends on the form of the radical expression.
4 times radical 34
radical 89 cannot be simplified.
It is √500. You could simplify it to 10√5.
There is no radical to simplify!
Ahh ok radical 40 is equal to 2 radical 10