Find the product of all positive integer values of c such that 8x^2 + 45x + c = 0 has two real roots.
discriminant of the quadratic equation, b2 -4ac , must be > zero
452 - 4(8)(c) >0
2025 - 32c > 0
32c<2025
c < 63.28 the product of 1 thru 63 is a big number.....did you enter the correct numbers in your Q ?
63! = 1.982608315 x 1087
