`(-(2)/(3))^(5)`

Simplify : ((2)/(3))^(2)xx((2)/(5))^(-3)xx((3)/(5))^(2)

Simplify ((-2)^(3))^(2)+5^(-3)-:5^(-5)-(-(1)/(2))^(0)]

(((2)/(3))^(3)xx(-(3)/(4))^(2))/([-(2)/(5)]^(3))

(a) "(-2)/(3)+[(3)/(5)+(-5)/(6)]=[(-2)/(3)+(3)/(5)]+(-5)/(6)

The sum of the infinite series,1^(2)-(2^(2))/(5)+(3^(2))/(5^(2))-(4^(2))/(5^(3))+(5^(2))/(5^(4))......is

Simplify: (4)/(3)+(3)/(5)+(-2)/(3)+(-11)/(5)

Simplest form of ((2a)/(5)+(3q)/(5))^(3)-((2a)/(5)-(3q)/(5))^(3) is

Solve the following linear inequation in R:(2x+3)/(5)-2<(3(x-2))/(5)

The sum of the infinite series, 1 ^(2) -(2^(2))/(5) + (3 ^(2))/(5 ^(3))+ (3^(2))/(5 ^(3))+ (5 ^(2))/(5 ^(4))-(6 ^(2))/(5 ^(5)) + ..... is: