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Solve and find the general solution of:
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\[\tan^2x+(\sqrt{3}-1)tanx-\sqrt{3}=0\]
tanx(tanx+sqrt(3)) -1(tanx+sqrt(3))=0 (tanx+sqrt(3))(tanx-1)=0 .....
I cant understand what have u written
??
split this into 2 terms first (√3−1)tanx
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this is just a quadratic equation in tanx , so just do the same method and factorize this expression
can you proceed now?
how to split?
same old method of quadratic eq [(tanx) ^ 2 + sqrt(3) tanx ] - [ tanx + sqrt(3)] now factorize it
so buddy managed to get hold of it?
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yup
reached the final answer or struck somewhere?
I wanted to ask something
go ahead!
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