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In Triangle ABC
A+B+C=180
A/2+B/2+C/2=90 OR (180/2)
B/2+C/2=90-A/2
by taking lcm in rhs
(B+C)/2=90-A/2
TAN [(B+C)/2]=TAN [90-A/2]
TAN [(B+C)/2] = COT A /2
I HOPE IT HELP U
MARK ME BRAINLIEST ♡♡
A+B+C=180
A/2+B/2+C/2=90 OR (180/2)
B/2+C/2=90-A/2
by taking lcm in rhs
(B+C)/2=90-A/2
TAN [(B+C)/2]=TAN [90-A/2]
TAN [(B+C)/2] = COT A /2
I HOPE IT HELP U
MARK ME BRAINLIEST ♡♡
Answered by
6
hey sisso,,,, ✌✌✌
follow me here...
given:: interior angle= A, B, C,,
such that A+B+C= 180
B+C= 180°-A
divide equation by 2..
B+ C/2 = 180°-A/2
APPLY TAN FUNCTION on both sids...
we get..
tan B+C/2 = tan(180°-A)/2
tanB+C/2= tan 180°-tanA/2
tanB+C/2 = 0 - tanA/2. since.. tan 180= sin180/cos180 = 0/1= 0..
tanB+C/2 = cot A/2,, here reciprocal it to remove negative sign..
hope it helps u sisso,, and sorry for delay
follow me here...
given:: interior angle= A, B, C,,
such that A+B+C= 180
B+C= 180°-A
divide equation by 2..
B+ C/2 = 180°-A/2
APPLY TAN FUNCTION on both sids...
we get..
tan B+C/2 = tan(180°-A)/2
tanB+C/2= tan 180°-tanA/2
tanB+C/2 = 0 - tanA/2. since.. tan 180= sin180/cos180 = 0/1= 0..
tanB+C/2 = cot A/2,, here reciprocal it to remove negative sign..
hope it helps u sisso,, and sorry for delay
yana83:
Thanks bro
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