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Home » This Toon Star TogrutA Just Behaved Like a Pro—Get Ready for the Ultimate TogrutA Reveal! - 500apps

This Toon Star TogrutA Just Behaved Like a Pro—Get Ready for the Ultimate TogrutA Reveal! - 500apps

📅 March 14, 2026 👤 scraface

Mar 14, 2026

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📌 not divisible.

📌 Use quadratic:

📌 \( x = rac{ -35 \pm \sqrt{35^2 + 4 \cdot 2 \cdot 102} }{4} = rac{ -35 \pm \sqrt{1225 + 816} }{4} = rac{ -35 \pm \sqrt{2041} }{4} \)

📌 Since \( x > 0 \), \( x = rac{ -35 + \sqrt{2041} }{4} \)

📌 But perhaps simplify:

📌 \( \sqrt{2041} \) is simplest radical.

📌 However, problem likely expects approximate or exact expression.

📌 But for Olympiad, exact form often preferred.

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Plug into (a):
7\left(rac{2}{3}
ight) + p = 6 \Rightarrow rac{14}{3} + p = 6 \Rightarrow p = 6 - rac...
Now from (1):
rac{2}{3} + rac{4}{3} + q = 4 \Rightarrow rac{6}{3} + q = 4 \Rightar...
Thus \( h(x) = rac{2}{3}x^3 + rac{4}{3}x + 2 \)
Now compute \( h(0) = 0 + 0 + 2 = 2 \)
Question: A historian of science analyzing Newtonâs early work consi...
Solution: We are given the equation:
v\sqrt{v} - 5v + 6\sqrt{v} = 0, \quad v > 0

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