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(15)^((1)/(4))...

(15)^((1)/(4))

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Find the approximate value of each of the following : (15.5)^((1)/(4))

The value of 5-(8+2sqrt(15))/(4)-(1)/(8+2sqrt(15)) is equal to:

If x=(4+sqrt(15))^(1//3)+(4-sqrt(15))^(1//3) , then show that x^(3)-3x-8=0 .

2(1.5)/(5)+2(1)/(6)-1(3.5)/(15)=(((?)^(1/3))/(4))+1(7)/(30) (a) 2(b)8(c)512(d)324(e) None of these

Simplify ((15^(1/3))/(9^(1/4)))^(-6)

Write the value of "tan"^(-1)["tan"((15pi)/(4))] .

Find the sum 3 + 1 (4)/(15) + 1 (3)/(20)

cos^(-1)(1/4)=sin^(-1)sqrt(1-1/16)=sin^(-1)((sqrt(15))/4) =tan^(-1)(sqrt(15))

The value of (15^(3)+6^(3)+3.6.15.21)/(1+4(6)+6(36)+4(216)+1296) is equal to