sec 6theta tan 6theta 3 tan 2 theta sec 2 theta 1 sec 6 theta sec 2 theta 3 1 tan 2 theta 3 Further using the identity a b 3 a 3 b 3 3a 2b 3ab 2 we get 1 tan 2 theta 3 1 tan 6 theta 3 1 2
If x a sec cos y b sec sin and z c tan then x 2 a 2 y 2 b 2 asked May 19 2021 in Trigonometry by Gaatrika 30 5k points trigonometric identities Prove the following identities sec 6 tan 6 3 tan 2 sec 2 1 Sum Solution sec 6 tan 6 3 tan 2 sec 2 1 L H S sec 6 sec 2 3 1 tan 2 3 1
sec 6theta tan 6theta 3 tan 2 theta sec 2 theta 1
sec 6theta tan 6theta 3 tan 2 theta sec 2 theta 1
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1 tan Theta sec Theta 1 cot Theta cosec Theta YouTube
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If tan Theta 2 cosec Theta sin Theta Then tan 2 Theta 2 May Be
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To prove the identity sec 6 tan 6 3 tan 2 sec 2 1 we can start from the left hand side LHS and manipulate it to show that it equals the right hand side RHS Step Sec 6 sec 2 3 1 tan 2 3 1 3 tan 2 3 3 1 tan 2 1 tan 2 1 tan 6 3 tan 2 sec 2 Hence proved Was this answer helpful
s e c 2 t a n 2 3 1 Since a b 3 a 3 3 a 2 b 3 a b 2 b 3 s e c 6 3 s e c 4 t a n 2 3 s e c 2 t a n 4 t a n 6 1 Prove frac csc theta cot theta tan theta sin theta cot theta csc theta prove cot x tan x sec x csc x Show More
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Find the value of sec 3 tan 6 sin 70 1 if sec 2 10 cosec 3 In the first method we used the identity sec 2 tan 2 1 sec 2 tan 2 1 and continued to simplify In the second method we split the fraction putting
Free trigonometry calculator calculate trignometric equations prove identities and evaluate functions step by step Question Prove that sec6 tan6 3tan2 sec2 1 Solution Verified by Toppr LHS sec6 1 tan2 3 1 tan6 3tan4 3tan2 1 tan6 3tan2 1 tan2
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sec 6theta tan 6theta 3 tan 2 theta sec 2 theta 1 - s e c 2 t a n 2 3 1 Since a b 3 a 3 3 a 2 b 3 a b 2 b 3 s e c 6 3 s e c 4 t a n 2 3 s e c 2 t a n 4 t a n 6 1