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5sqrt(5)+15sqrt(5) =?...

`5sqrt(5)+15sqrt(5)` =?

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If y=2x+3 is a tangent to the parabola y^(2)=24x, then is distance from the parallel normal is 5sqrt(5)(b)10sqrt(5)(c)15sqrt(5)(d) None of these

The value of (5+sqrt(5))(5-sqrt(5)) is:

Divide 15sqrt(15) by 3sqrt(5)

(5+sqrt(5))(5-sqrt(5))

sqrt(x)+sqrt(5+x)=15/sqrt(5+x)

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The value of |{:(sqrt(13 )+ sqrt(3), 2sqrt(5),sqrt(5)),(sqrt(15) + sqrt(26),5,sqrt(10)),(3 + sqrt(65), sqrt(15),5):}|

Evaluate : sqrt(5) + sqrt(5) + sqrt(5) + sqrt (5)

(sqrt(5)-1)/(sqrt(5)+1)+(sqrt(5)+1)/(sqrt(5)-1)=a+b sqrt(5)