Asked by Rabinprakash Dahal
prove: tan10+tan70+tan100=tan10.tan70.tan100
Answers
Answered by
Reiny
Haven't tried it, but look at this:
https://answers.yahoo.com/question/index?qid=20150724191938AAydOpZ
sure looks messy, I am sure there is an easier way
https://answers.yahoo.com/question/index?qid=20150724191938AAydOpZ
sure looks messy, I am sure there is an easier way
Answered by
Saloni
100+70 = -10
Adding 'tan' on both sides,
tan(100+70)= -tan10
(tan100+tan70)/1-tan100.tan70 = -tan10
Multiplying 1-tan100.tan70 with -tan10,
tan100+ tan70= -tan10+tan10.tan100.tan70
tan10+tan100+tan70= tan10.tan70.tan100 proved
Adding 'tan' on both sides,
tan(100+70)= -tan10
(tan100+tan70)/1-tan100.tan70 = -tan10
Multiplying 1-tan100.tan70 with -tan10,
tan100+ tan70= -tan10+tan10.tan100.tan70
tan10+tan100+tan70= tan10.tan70.tan100 proved
Answered by
Niraj Pant
How 100-70=-10
Answered by
Anonymous
100+70=170
So 100+10+70=180
170-180=-10
So 100+10+70=180
170-180=-10
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