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Let alpha and beta be real and distinct ...

Let `alpha and beta` be real and distinct roots of `ax^(2) +bx-c= 0`. If p and q are real and distinct roots of `ax^(2)+bx-|c|=0`, where `a gt 0`, then

A

`alpha, beta in (p,q)`

B

`alpha, beta in [p,q]`

C

`p, q in (alpha, beta)`

D

`alpha, beta in [p,q]`

Text Solution

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The correct Answer is:
B
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