If `tan(A+B)=sqrt3` and tan A = 1, then `tan(A-B)` is equal to

A

0

B

1

C

`1/sqrt3`

D

`sqrt2`

Text Solution

AI Generated Solution

Similar Questions

Explore conceptually related problems

If tan A=1/2 and tan B=1/3 , then tan(A +B) is equal to

If tan A=2 tan B+cot B, then 2 tan (A-B) is equal to

If tan A=(1)/(2) and tan B=(1)/(3), then tan(2A+B) is

If sin(A+B) = sqrt3/2 and tan(A-B)= 1/sqrt3 , then (2A + 3B) is equal to : यदि sin(A+B) = sqrt3/2 तथा tan(A-B)= 1/sqrt3 है, तो (2A + 3B) का मान क्या होगा ?

If : tan(A+B)=sqrt3 and csc(A-B)=2 "then" : (A,B)=

If tan theta=2-sqrt3 , then tan(90-theta) is equal to :

If `tan(A+B)=sqrt3` and tan A = 1, then `tan(A-B)` is equal to

Text Solution

Similar Questions

Recommended Questions