1.

Let f : [a,b] to Rbe differentiable on [a,b]& k in R. Let f (a) =0 = f (b). Also let J (x) =f '(x) + kf (x). Then

Answer»

`J (x) GT 0` for all `x in [a,b]`
`J(x) gt 0` for all `x in [a,b]`
`J(x) =0`haa at least ONE ROOT in (a,b)
`J(x) =0` through (a,b)

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