data:image/png;base64,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:image/png;base64,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Prgram:Solve Quadratic Formula Solver Developer: Justin Do Date: 11/10/21 Description: Uses the discriminant and quadratic formula to solve the quadratic equation with 3 inputs.

The discriminant is 2

234-2301.1989578808281798-0.75