Solve the two equations below and choose the correct relation between x and y. Note which variable each equation uses. I. y² − 21y + 108 = 0 II. x² − 12x + 32 = 0

Question

Accepted Answer

x < y. I: (y−9)(y−12) → y = 9, 12. II: (x−4)(x−8) → x = 4, 8. The largest x is 8, still under the smallest y (9), hence x < y.

Solve the two equations below and choose the correct relation between $x$ and $y$ . Note which variable each equation uses. I. $y^{2} - 21 y + 108 = 0$
II. $x^{2} - 12 x + 32 = 0$

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More Quadratic Comparison practice

Solve the two equations below and choose the correct relation between x and y. Note which variable each equation uses. I. y2−21y+108=0II. x2−12x+32=0

Step-by-Step Solution

Master this topic in 30 minutes a day.

More Quadratic Comparison practice

Solve the two equations below and choose the correct relation between $x$ and $y$ . Note which variable each equation uses. I. $y^{2} - 21 y + 108 = 0$
II. $x^{2} - 12 x + 32 = 0$