`(-3/7)^5=`

State True or False : (4/3)^(5)xx(5/7)^(5)=(4/3+5/7)^(5)

Simplify 2/5+3/7+((-6)/5)+((-13)/7)

[((2)/(7))^(3)]^(5)=((2)/(7))^(8)

(2/3)^(-5)x\ (5/7)^(-5) is equal to (2/3x5/7)^(-10) (b) (2/3x5/7)^(-5) (c) (2/3x5/7)^(25) (d) (2/3x5/7)^(-25)

(2/3)^(-5)x\ (5/7)^(-5) is equal to (a) (2/3x5/7)^(-10) (b) (2/3x5/7)^(-5) (c) (2/3x5/7)^(25) (d) (2/3x5/7)^(-25)

State True or False : (7/3)^(2)xx(7/3)^(5)=(7/3)^(10)

7^(log_(3)5)+3^(log_(5)7)-5^(log_(3)7)-7^(log_(5)3)

(7+3sqrt5)/(7-3sqrt5)=

Evaluate: (-3)/(5)+(7)/(5)+(-1)/(5)

The sum of series 2[ 7^(-1)+3^(-1).7^(-3)+5^(-1).7^(-5)+...] is