Prove that Tan10 +tan35+tan10+tan35=1
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Answered by
43
I think the question should be
Tan10+tan35+tan10tan35=1
The solution is in the attachment:
Tan10+tan35+tan10tan35=1
The solution is in the attachment:
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tony19:
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Answered by
33
There is a correction.
The question is tan 10 + tan 35 + tan 10 tan 35 = 1
We know that -
tan (A+B) = tan A + tan B/1 - tan A tan B
tan 45° = tan ( 10 + 35)
1 = tan 10 + tan 35/ 1 - tan 10 tan 35
1 - tan 10 tan 35 = tan 10 + tan 35
tan 10 + tan 35 + tan 10 tan 35 = 1
Hope This Helps You!
The question is tan 10 + tan 35 + tan 10 tan 35 = 1
We know that -
tan (A+B) = tan A + tan B/1 - tan A tan B
tan 45° = tan ( 10 + 35)
1 = tan 10 + tan 35/ 1 - tan 10 tan 35
1 - tan 10 tan 35 = tan 10 + tan 35
tan 10 + tan 35 + tan 10 tan 35 = 1
Hope This Helps You!
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