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Hey !!!!
tan(A + B )
------------------
cot( A - B )
tan ( A + B )
-------------------
1/tan(A - B )
°•° tan ( A + B ) = tanA + tanB /1 - tanAtanB
and tan ( A - B ) = tanA - tanB/1 + tanA×tanB
hence ,
tanA + tanB/ 1 - tanA×tanB
-------------------------------------
1/ tanA - tanB/ 1 + tanA tanB
(tanA + tanB ) ( tanA - tanB )
-----------------------------------------
( 1 - tanAtanB ) ( 1 - tanAtanB )
tan²A - tan²B
--------------------- RHS prooved ♻
1 - tan²A tan²B
_____________________________
Hope it helps you !!!
@Rajukumar111
tan(A + B )
------------------
cot( A - B )
tan ( A + B )
-------------------
1/tan(A - B )
°•° tan ( A + B ) = tanA + tanB /1 - tanAtanB
and tan ( A - B ) = tanA - tanB/1 + tanA×tanB
hence ,
tanA + tanB/ 1 - tanA×tanB
-------------------------------------
1/ tanA - tanB/ 1 + tanA tanB
(tanA + tanB ) ( tanA - tanB )
-----------------------------------------
( 1 - tanAtanB ) ( 1 - tanAtanB )
tan²A - tan²B
--------------------- RHS prooved ♻
1 - tan²A tan²B
_____________________________
Hope it helps you !!!
@Rajukumar111
nilakshi1234:
thanks
Answered by
0
here is the answer u can understand easily
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