Given the equation Y 2 − 11 Y + 30 = 0 Y^2 - 11Y + 30 = 0 Y 2 − 11 Y + 30 = 0 with roots m and n , and one root x = -10 of the equation ( x + 45 − m n...

Question

Given the equation

Y211Y+30=0Y^2 - 11Y + 30 = 0
with roots m and n, and one root x = -10 of the equation
(x+45mn)4=5x+Q,\sqrt{(x + 45 - mn)^4} = 5x + Q,
compare the following quantities: Quantity (I):
Q3\frac{Q}{3}
Quantity (II):
Q22\frac{Q}{2^2}

Options

A.

Quantity I < Quantity II

B.

Quantity I > Quantity II

C.

Quantity I = Quantity II

D.

Quantity I \leq Quantity II

quadratic equationsrootscomparisonalgebrainequalities

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