Question

if the roots of the quadratic equation a minus b x square + b minus C X + c minus A is equal to zero are equal then prove that two a is equal to b + c​

Answer 1

Answer:

minus

Step-by-step explanation:

minusif the roots of the quadratic equation a minus b x square + b minus C X + c minus A is equal to zero are equal then prove that two a is equal to b + cif the roots of the quadratic equation a minus b x square + b minus C X + c minus A is equal to zero are equal then prove that two a is equal to b + c

if the roots of the quadratic equation a minus b x square + b minus C X + if the roots of the quadratic equation a minus b x square + b minus C X + c minus A is equal to zero are equal then prove that two a is equal to b + c if the roots of the quadratic equation a minus b x square + b minus C X + c minus A is equal to zero are equal then prove that two a is equal to b + c A is equal to zero are equal then prove that two a is equal to b + c