Question Solve the quadratic equation Solve by factoring Solve using the quadratic formula Solve by completing the square Load more x1=0,x2=59298471Alternative Form x1=0,x2≈1.42874 Evaluate 121(7x−10)×21x=3xMultiply More Steps Evaluate 121(7x−10)×21xMultiply the terms 2541(7x−10)xMultiply the terms 2541x(7x−10) 2541x(7x−10)=3xExpand the expression More Steps Evaluate 2541x(7x−10)Apply the distributive property 2541x×7x−2541x×10Multiply the terms More Steps Evaluate 2541x×7xMultiply the numbers 17787x×xMultiply the terms 17787x2 17787x2−2541x×10Multiply the numbers 17787x2−25410x 17787x2−25410x=3xMove the expression to the left side 17787x2−25413x=0Factor the expression More Steps Evaluate 17787x2−25413xRewrite the expression 3x×5929x−3x×8471Factor out 3x from the expression 3x(5929x−8471) 3x(5929x−8471)=0When the product of factors equals 0,at least one factor is 0 5929x−8471=03x=0Solve the equation for x More Steps Evaluate 5929x−8471=0Move the constant to the right-hand side and change its sign 5929x=0+8471Removing 0 doesn't change the value,so remove it from the expression 5929x=8471Divide both sides 59295929x=59298471Divide the numbers x=59298471 x=592984713x=0Solve the equation for x x=59298471x=0Solution x1=0,x2=59298471Alternative Form x1=0,x2≈1.42874 Show Solution Graph