in triangle ABC tan(A-B+C)=?
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Answered by
2
Step-by-step explanation:
A+B+C=180 so that
B+C=180-A
A-B-C=A-(B+C)=A-(180-A)=2A-180
tan(x-y)=(tanx-tany)/(1+tanxtany)
tan(2A-180)=(tan2A-tan(180))/(1_+tan2Atan(180))=tan2A/1-tan2A) since tan(180)=-1
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Answered by
1
tan(π-2B)
Step-by-step explanation:
In tri. ABC , A+B+C=π
Adding -2B on both sides
A+B+C-2B=π-2B
A-B+C=π-2B
Taking tangent of it we will get the answer
tan(A-B+C)=tan(π-2B)
= -tan2B
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