(0.01024)^((1)/(5))

What is the value of (1)/(5)+(1)/(5)+(1)/(5)+(1)/(5)+(1)/(5)+5+5+5 ?

4(4)/(5)-:{2(1)/(5)-(1)/(2)(1(1)/(4)-(1)/(4)-(1)/(5))}

4(4)/(5)-:{2(1)/(5)-(1)/(2)(1(1)/(4)-(bar((1)/(4)-(1)/(5))))}

The value of 4(2)/(5) div { (1(1)/(2)-3(1)/(5)) 3(2)/(5) +(2(1)/(5) div 1(1)/(2) + 4(2)/(5)) +(1)/(2)} is :

Simplify [(5/(2))^(-1)-(1/(5))^(-1)]^(-1)

cos[2cos^(-1)((1)/(5))+sin^(-1)((1)/(5))] =

The sum of the infinite series 1+(1+(1)/(5))((1)/(2))+(1+(1)/(5)+(1)/(5^(2)))((1)/(2^(2)))+

The value of ((1)/(5)-:(1)/(5)xx(1)/(5))/((1)/(5)-:(1)/(5)"of"(1)/(5))-4(1)/(5)-:105 is