Math Calculators, Lessons and Formulas
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All the problems and solutions shown below were generated using the Quadratic Equation Solver.
Solve $\color{blue}{181x^2-8811x+198698 = 0}$ using the Quadratic Formula.
Solve $\color{blue}{10x^2-2x-3 = 0}$ using the Quadratic Formula.
Solve $\color{blue}{2x^2-x-28 = 0}$ using the Quadratic Formula.
Solve $\color{blue}{10000x^2+1800x-81 = 0}$ using the Quadratic Formula.
Solve $\color{blue}{x^2+14x-7 = 0}$ using the Quadratic Formula.
Solve $\color{blue}{-2x^2-6x-7 = 0}$ using factoring.
Solve $\color{blue}{3x^2-13 = 0}$ using the Quadratic Formula.
Solve $\color{blue}{3x^2-12x-15 = 0}$ using factoring.
Solve $\color{blue}{16x^2-40x-3 = 0}$ using the Quadratic Formula.
Solve $\color{blue}{-10x^2+100x+750 = 0}$ using factoring.
Solve $\color{blue}{5x^2+2 = 0}$ using the Quadratic Formula.
Solve $\color{blue}{4x^2-24x+31 = 0}$ using the Quadratic Formula.
Solve $\color{blue}{3x^2+25x-28 = 0}$ using the Quadratic Formula.
Solve $\color{blue}{2x^2-16x+33 = 0}$ using factoring.
Solve $\color{blue}{x^2-70x+15 = 0}$ using the Quadratic Formula.
Solve $\color{blue}{12x^2-25x+12 = 0}$ using the Quadratic Formula.
Solve $\color{blue}{x^2+6x-18 = 0}$ using the Quadratic Formula.
Solve $\color{blue}{100x^2+60x+81 = 0}$ using the Quadratic Formula.
Solve $\color{blue}{6x^2+15x-9 = 0}$ using factoring.
Solve $\color{blue}{2x^2+8x+11 = 0}$ using factoring.
Solve $\color{blue}{3x^2+8x+5 = 0}$ using the Quadratic Formula.
Solve $\color{blue}{7x^2+2x+7 = 0}$ using the Quadratic Formula.
Solve $\color{blue}{30x^2-96x+18 = 0}$ using the Quadratic Formula.
Solve $\color{blue}{x^2+10x+29 = 0}$ using the Quadratic Formula.
Solve $\color{blue}{5x^2+19x+12 = 0}$ using the Quadratic Formula.
Solve $\color{blue}{6x^2-56x+130 = 0}$ using the Quadratic Formula.
Solve $\color{blue}{x^2-6x-22 = 0}$ using the Quadratic Formula.
Solve $\color{blue}{5x^2+10x = 0}$ using factoring.
Solve $\color{blue}{x^2-4x+9 = 0}$ using the Quadratic Formula.
Solve $\color{blue}{x^2+4x-12 = 0}$ using factoring.
Solve $\color{blue}{2x^2-3x+4 = 0}$ using the Quadratic Formula.