Question

Find m, if one root of x^2+mx+30=0 is 1 more than other root

Answer 1

Answer:

hope , it may help you...,.....

Answer 2

Answer:

Step-by-step explanation:

x^2 + mx + 30 = 0

A.T.Q  let the roots of the equation be p and 1+p,

 sum of roots is p+(p+1)=-m      [sum of roots= -b/a]

                            2p+1=-m.........(1)

product of roots p(p+1)= 30

                        p^2 + p = 30

by factorising the above equation we get  p=5 and p= -6

   substituting p value in (1)

            m= -11 or m= 11

hope it was of some use

mark me the brainliest pls...