Home
Class 14
MATHS
What is the reciprocal of the sum of the...

What is the reciprocal of the sum of the reciprocals of `frac(3) (5)` and `frac(7)(3)` ?
(A) `frac(4)(5)` (B) `frac(36)(35)` (C ) `frac(21)(44)` (D) `frac(1)(4)`

A

B

B

C

C

A

D

D

Text Solution

AI Generated Solution

Promotional Banner

Similar Questions

Explore conceptually related problems

HCF of frac(2)(3), frac(4)(5), and frac(6)(7) is (A) frac(48)(105) (B) frac(2)(105) (C ) frac(1)(105) (D) frac(24)(105)

Find the sum of 1frac(3)(5) + 1frac(8)(9) + 2frac(4)(5)

HCF of frac(2)(3) , frac(4)(5) and frac(6)(7) is

Write down the reciprocal of: (i) frac(13)(7) (ii) frac(-8)(9) (iii) -6

. Add frac(-2)(3) and frac(3)(4).

. Write down the reciprocal of: (i) frac(13)(7) (ii) frac(-8)(9) (iii) -6

Simplify [ 2frac(1)(3) - 1 frac(1)(2)] 0f frac(3)(5) + 1 frac(2)(5) + 2 frac(1)(3)

frac(3^(n+2) - 3^(n+1)) (3^(n+4) + 3^(n+1)) is equal to (A) frac(1)(5) (B) frac(1)(10) (C ) frac(1)(14) (D) frac(1)(28)

If sectheta=frac(5)(4) , then frac(tantheta)(1+tan^2theta) is equal to (A) frac(9)(25) (B) frac(12)(25) (C) frac(3)(4) (D) frac(1)(25)

(frac(1) (216))^(frac(2)(3)) div (frac(1)(27))^(frac(4)(3)) is equal to (A) frac(3)(4) (B) frac(2)(3) (C ) frac(4)(9) (D) frac(1)(8)