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The curve `y=2e^(2x)` intersect the `y`-axis at an angle `cot^(-1)|(8n-4)/3|` then the positive value of `n` is |
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Answer» Correct Answer - 2 `y=2e^(2x)` intersect `y` axis at `(0,2)` `(dy)/(dx)=4e^(2x):.(dy)/(dx):|_("at"x=0)=4` `:.` Angle of intersection with `y`-axis `=(pi)/2-tan^(-1)4=cot^(-1)4` `:.n=2,-1` |
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