tan (x+y)= tan x + tan y / 1- tan x tan y .. where x = pie/4 and y = pie/6 classs 11 .. formula deriving based question
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Step-by-step explanation:
x
2
−1(1−a)x+a
3
=0
x+y=
6
π
⇒tan(x+y)=tan(
6
π
)
⇒
1−tanx.tany
tanx+tany
=
3
1
⇒tanx+tany=
3
1
(1−tanx.tany)=
3
1
(1−a)
So equation with roots tanx,tany is
x
2
−(tanx+tany)x+(tanx.tany)=0
⇒
3
x
2
−(1−a)+a
3
=0
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