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(cosecA-sinA)(secA-cosA)(tanA+cotA) = 2
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@triciaal
you want to prove this right?
LHS = RHS
convert to sin's and cos = ( 1/s - s)(1/c - c)( s/c + c/s) = 1 -s^2 1 - c^2 s^2 + c^2 ------ * ------- * --------- s c cs now c^2 + s^2 = 1 and 1 - s^2 = c^2 and 1 - c^2 = s^2 so we have c^2/s * s^2/c * 1/ cs = c^2 s^2 / c^2 s^2 = 1
I make it 1 either i've made a mistake or question is wrong...
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Yes,It's 1 and not 2
i expet you might now this by i used the identities sec x = 1/cos x , cot x = 1/tan x and cosex x = 1 / sin x
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