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If `x , y , z`are in A.P., then `(sinx-sinz)/(cosz-cosx)`is equal to`tany`(b) `coty`(c) `siny`(d) `coty`A. `tan y`B. `cot y`C. `sin y`D. `cos y` |
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Answer» Correct Answer - B `(sinx-sinz)/(cosz-cosx)=(2cos((x+z)/(2))sin((x-z)/(z)))/(2sin((x+z)/(z))sin((x-z)/(z)))` `=cot((x+z)/(2))=cot(y)` |
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