`(2)/(5)+(3)/(4)+(5)/(3)`

Show the following fractions on the number line. (a) (3)/(5), (6)/(5),2(3)/(5) (b) (3)/(4), (5)/(4), 2(1)/(4)

1+ (1) / (2) (. 3) / (5) (1.3) / (2.4) ((3) / (5)) ^ (2) + (1.3.5) / (2.4.6) ( (3) / (5)) ^ (3) + ........ oo =

The sum of 1+(2)/(5)+(3)/(5^(2))+(4)/(5^(3))+.... upto n terms

Sum up to n terms the series 1-(2)/(5)+(3)/(5^(2))-(4)/(5^(3)) + ...

Evaluate each of the following: ( i ) ((2)/(11))^(4)*((11)/(3))^(2)*((3)/(2))^(3) (ii) ((1)/(2))^(5)*((-2)/(3))^(4)*((3)/(5))^(-1)

(3)/(4)-(5)/(4^(2))+(3)/(4^(3))-(5)/(4^(4))+(3)/(4^(5))-(5)/(4^(6))+.....oo= ?

Find the sum of the series upto infinite terms (3)/(4)-(5)/(4^(2))+(3)/(4^(3))-(5)/(4^(4))+...

The value of the determinant |(5^(2),5^(3),5^(4)),(5^(3),5^(4),5^(5)),(5^(4),5^(6),5^(7))| is -