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Prove that (√3+1)(3-cot 30°) = tan^3 60°- 2sin 60°
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Prove that (√3+1)(3-cot 30°) = tan^3 60°- 2sin 60°
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Prove that (√3+1)(3-cot 30)=tan^3 60-2sin 60
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prove that (root 3+1)(3-cot 30)= tan cube 60-sin 60 STD 10 trigonometry
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(√3 + 1) (3 – cot 30°) = tan^3 60° – 2 sin 60°
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what is the value of cot 30 degree
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The value of tan 60°cot 30° is equal to
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Calculate : `3tan^(2)45^(@)-sin^(2)60^(@)-(1)/(3) cot^(2)30^(@)-(1)/(8) sec^(2)45^(@)`.
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Calculate : `(4)/(3)cot^(2)30^(@)+3 sin^(2) 60^(@)-2 'cosec'^(2)60^(@)-(3)/(4) tan^(2)30^(...
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Find the value of `sin^(3)60^(@) cot 30^(@)-2 sec^(2) 45^(@)+3 cos60^(@) tan45^(@)-tan^(2)60^(@)`.
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