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If the value of `cot(11 1/4^@)+tan(112 1/2^@)-cot(112 1/2^@)-tan(11 1/4^@)=sqrtn` where `n in N` then find the value of `n` |
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Answer» Correct Answer - `2sqrt(2)` `cot(11(1^(@))/(4))+tan(112(1^(@))/(2))-cot(112(1^(@))/(2))-tan(11(1^(@))/(4))` `=(cot11(1^(@))/(4)-tan11(1^(@))/(4))+tan(90^(@)+22(1^(@))/(2))-cot(90^(@)+22(1^(@))/(2))` `=(2(1-tan^(2)11(1^(@))/(4)))/(2tan11(1^(@))/(4))-cot22(1^(@))/(2)+tan22(1^(@))/(2)` `=2cot22(1^(@))/(2)-cot22(1^(@))/(2)+tan22(1^(@))/(2)` `cot 22(1^(@))/(2)+tan22(1^(@))/(2)` `=(sqrt(2)+1)+(sqrt(2)-1)` `=2sqrt(2)`. |
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