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Home » The radius \( r \) of the inscribed sphere in a regular tetrahedron is: - 500apps

The radius \( r \) of the inscribed sphere in a regular tetrahedron is: - 500apps

📅 March 14, 2026 👤 scraface

Mar 14, 2026

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Recheck: 22% increase → 1.22× → 280 × 1.22 = 341.6 W? But 341.6 < 280?...
× 1.22 = 280 × (122/100) = (280×122)/100 = 34160/100 = 341.6 W—correct
But 341.6 > 280? Yes — 341.6 > 280 — yes, increase.
× 1.22 = 341.6 W — correct
So each new panel produces 341.6 W
Standard would be 280 W → gain = 341.6 – 280 = 61.6 W per panel
But the problem says increases by 22%, so gain = 22% of 280 = 0.22 × 2...
Now for 15 panels: total additional power = 15 × 61.6 = 984 W
#### 984
A research team studying extremophiles in hydrothermal vents discovers...

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