prove that tan theta × tan (60- theta) tan (60+theta)=tan3theta
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Answer:
Step-by-step explanation:
LHS = tanA +[ [tanA+sqrt3] / [1-{(sqrt3)tanA)}] ] +[ [tanA-sqrt3] / [1+[sqrt3}tanA ] ]
ON solving
=> tanA + [8tanA /(1-3sqtanA)]
=> 9tanA-3cubetanA / [1-3sqtanA]
=> 3tan3A = RHS
hope this may help u...
vinu9232:
3tan3A is the wrong answer
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