Answer:
Given:
A quadratic equation with values (coefficients) as a, b and c
To Find:
Values of a, b and c
Solution:
Let the standard form of a quadratic equation be where and are constants and , and is called variable.
Example -
(i) Let be quadratic equation. Compare this equation with standard form and we can deduce that
(ii) Let be another quadratic equation. Here, because, the value is 0 for variable .
