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This video presents pseudo code to implement the quadratic formula. Please note that imaginary solutions are not included here.
If D This occurs when b 2 The roots are imaginary and unequal. => The discriminant can be written as (-1 * -D). => As D is negative, -D will be positive. => The roots
BEGIN. NUMBER a, b, c, d, x1, x2. INPUT a,b,c. d = b^2-4ac. IF (d >= 0) THEN. x1 = (-b+ √ d)/2a or x1 = (-b+d^(1/2)/2a. x2 = (-b- √ d)/2a or x2 = (-b
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