Question Solve the quadratic equation Solve using square roots Solve using the quadratic formula Solve using the PQ formula m1=−1122,m2=1122Alternative Form m1≈−33.496268,m2≈33.496268 Evaluate (2×33m)×4m=17Remove the parentheses 2×33m×4m=17Multiply the terms More Steps Evaluate 2×33m×4mMultiply the terms 332m×4mCancel out the common factor 2 33m×2mMultiply the terms 33×2m×mMultiply the terms 33×2m2Multiply the terms 66m2 66m2=17Multiply both sides m2=1122Take the root of both sides of the equation and remember to use both positive and negative roots m=±1122Separate the equation into 2 possible cases m=1122m=−1122Solution m1=−1122,m2=1122Alternative Form m1≈−33.496268,m2≈33.496268 Show Solution Graph