Ask a New Question

If a b c are non zero,unequal rational numbers then prove that the roots of the eqn (abc²) x²+ 3a²cx+b²cx-6a²-ab+2b²=0 are rational.

Similar Questions

The discriminant of a quadratic equation is 35. The roots are:a) unequal rational numbers b) unequal irrational numbers c) equal
1. 2 answers
if a, b,c are real numbers and not all equal, prove that the equation(c-a)x^2 -2(a-b)x + (b+c) = 0 has unequal real roots
1. 0 answers
if a, b,c are real numbers and not all equal, prove that the equation(c-a)x^2 -2(a-b)x + (b+c) = 0 has unequal real roots
1. 1 answer
If the roots of the eqn x²-2cx+ab=0 are real and unequal, then prove that the roots of x²-2(a+b)x+a²+b²+2c²=0 will be
1. 1 answer

more similar questions