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With the information given in the figure (i) Write `sec theta` and `sec^(2) theta`. (ii) Write `tan theta` and `tan^(2) theta` (iii) Find `1+tan^(2) theta,` compare it with `sec^(2) theta` and write your conclusion. |
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Answer» Correct Answer - (i) `sec theta=(AC)/(BC),sec^(2) theta=(AC^(2))/(BC^(2))` (i) `tan theta=(AB)/(BC),tan^(2) theta=(AB^(2))/(BC^(2))` (iii) `1+tan^(2)theta=(AC^(2))/(BC^(2)),sec^(2)theta=1+tan^(2)theta` |
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