If `alpha,beta` are real and distinct roots of `a x^2+b x-c=0a n dp ,q` are real and distinct roots of `a x^2+b x-|c|=0,w h e r e(a >0),` then `alpha,beta in (p ,q)` b. `alpha,beta in [p ,q]` c. `p ,q in (alpha,beta)` d. none of these

If alpha,beta are real and distinct roots of a x^2+b x-c=0a n dp ,q are real and distinct roots of a x^2+b x-|c|=0,w h e r e(a >0), then (a) alpha,beta in (p ,q) (b). alpha,beta in [p ,q] (c). p ,q in (alpha,beta) (d). none of these

If alpha,beta are real and distinct roots of a x^2+b x-c=0 and p ,q are real and distinct roots of a x^2+b x-|c|=0,w h e r e(a >0), then (a) alpha,beta in (p ,q) (b). alpha,beta in [p ,q] (c). p ,q in (alpha,beta) (d). none of these

If alpha,beta are real and distinct roots of ax^(2)+bx-c=0 and p,q are real and distinct roots of ax^(2)+bx-|c|=0, where (a>0), then alpha,beta in(p,q) b.alpha,beta in[p,q] c.p,q in(alpha,beta) d.none of these

If alpha, beta are the rots of a x^(2)+b x+c=0 and alpha+h, beta+h are the roots of p x^(2)+q x+r=0 then h=

ax^(2)+bx+c=0 has real and distinct roots alpha and beta(beta>alpha) .further a>0,b<0,c<0 then

Let alpha and beta be the real and distinct roots of the equation ax^2+bx+c=|c|,(agt0) and p,q be the real and distinct roots of the equation ax^2+bx+c=0. Then which of the following is true? (A) p and q lie between alpha and beta (B) p and q lies outside (alpha, beta) (C) only p lies between alpha and beta (D) only q lies between (alpha and beta)

Let alpha and beta be the real and distinct roots of the equation ax^2+bx+c=|c|,(agt0) and p,q be the real and distinct roots of the equation ax^2+bx+c=0. Then which of the following is true? (A) p and q lie between alpha and beta (B) p and q lies outside (alpha, beta) (C) only p lies between alpha and beta (D) only q lies between (alpha and beta)

If alphaa n dbeta(alpha

If alpha,beta are the roots of a x^2+b x+c=0a n dalpha+h ,beta+h are the roots of p x^2+q x+r=0t h e nh= -1/2(a/b-p/q) b. (b/a-q/p) c. 1/2(b/q-q/p) d. none of these