Math, asked by kumkumsinghal2211, 4 hours ago

Let L denotes the value of ((tan 20 degrees + tan 72 degrees + tan 88 degrees)/(tan 20 degrees * tan 72 degrees * tan 88 degrees)) and M denotes the value of 8sqrt(2) * sin 5 degrees * sin 55 degrees * sin 65 degrees , then find log3 (L + M)

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Answered by crankybirds30

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Let L denotes the value of ((tan 20 degrees + tan 72 degrees + tan 88 degrees)/(tan 20 degrees * tan 72 degrees * tan 88 degrees)) and M denotes the value of 8sqrt(2) * sin 5 degrees * sin 55 degrees * sin 65 degrees , then find log3 (L + M)​

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Let L denotes the value of ((tan 20 degrees + tan 72 degrees + tan 88 degrees)/(tan 20 degrees * tan 72 degrees * tan 88 degrees)) and M denotes the value of 8sqrt(2) * sin 5 degrees * sin 55 degrees * sin 65 degrees , then find log3 (L + M)