Find the range of values of `lambda` for which the point `(lambda,-1)` is exterior to both the parabolas `y^2=|x|dot`
Find the range of values of `lambda` for which the point `(lambda,-1)` is exterior to both the parabolas `y^2=|x|dot`
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Correct Answer - `-1ltlamdalt1`
The parabola are `y^(2)-x=0andy^(2)+x=0`. The point `(lamda,-1)` is an exterior point if
`1-lamdagt0and1+lamdagt0`
`or" "lamdaltandlamdagt-1`
`or" "-1ltlamdalt1`
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