The number of all possible positive integral values of 
for which the roots of the quadratic equation, 6x2−11x+
=0 are rational number is:
for which the roots of the quadratic equation, 6x2−11x+ =0 are rational number is:Question ID - 56758 | SaraNextGen Top Answer The number of all possible positive integral values of for which the roots of the quadratic equation, 6x2−11x+ =0 are rational number is:
The number of all possible positive integral values of for which the roots of the quadratic equation, 6x2−11x+ =0 are rational number is:
1 Answer
127 votes
Answer Key / Explanation : (3) -
6x2−11x+
=0
Given roots are rational
D must be perfect square
121−24
=
2
maximum value of 
is 5
=
1
I
=
2
I
=
3
I
3 integral values
=
4
I
=
5
I
127 votes
Answer Link
127