The first equation is in y and the second in x. Solve both and choose the correct relation. I. y² − 33y + 260 = 0 II. x² − 47x + 552 = 0

Question

Accepted Answer

x > y. I: (y−13)(y−20) → y = 13, 20. II: (x−23)(x−24) → x = 23, 24. Both x-values clear 20, the biggest y-root, so x > y.

The first equation is in $y$ and the second in $x$ . Solve both and choose the correct relation. I. $y^{2} - 33 y + 260 = 0$
II. $x^{2} - 47 x + 552 = 0$