if tan theta + sin theta is equal to m and 10 theta minus sin theta is equal to n show that n square minus n square is equal to 4 under root mn
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Answer:
it is correct
Step-by-step explanation:
if sin theta + tan theta= m
and tan theta- sin theta =n
therefore:- m^2-n^2=(sine theta + tan theta)^2 - (tan theta-sin theta)^2
=sine square theta + tan square theta+2 tan theta sin theta-sin square theta+tan square theta -2 sin theta tan theta
= 4 tan theta sin theta
that is equal to= 4 √mn
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Step-by-step explanation:
समझ तो पूरा ही आ गया था
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