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Let `x=sin1^@` then find the value of the expression `1/(cos0^@cos1^@)+1/(cos1^@cos2^@)+....+1/(cos44^@cos45^@)`A. xB. `1//x`C. `sqrt(2)//x`D. `x//sqrt(2)` |
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Answer» Correct Answer - B `(1)/(sin1^(@))[(sin(1^(@)-0^(@)))/(cos 0^(@)cos1^(@))+(sin(2^(@)-1^(@)))/(cos1^(@)cos2^(@))+(sin(3^(@)-2^(@)))/(cos2^(@)cos3^(@))+............+(sin(45^(@)-44^(@)))/(cos44^(@)cos45^(@))]` `(1)/(sin1^(@))[tan1^(@)+(tan2^(@)-tan1^(@))+(tan3^(@)-tan2^(@))+(tan4^(@)-tan3^(@))+........+(tan45^(@)-tan44^(@))]` `=(1)/(sin1^(@))=(1)/(x)` |
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