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Home » In advanced problems, such answers are left as fractions - Blask

In advanced problems, such answers are left as fractions - Blask

📅 March 9, 2026 👤 scraface

Mar 09, 2026

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📌 A science educator demonstrates kinetic energy using two objects of equal mass: a 2 kg drone at 10 m/s and a stationary 2 kg boulder. What is the ratio of the drone’s kinetic energy to the boulder’s?

📌 Drone KE = (1/2) × 2 × (10)² = 1 × 100 = 100 J

📌 Boulder KE = 0 J (stationary)

📌 Ratio = 100 ÷ 0 → undefined, but since boulder has no kinetic energy, the ratio approaches infinity; however, conventionally, the ratio is considered <<100/0=inf>>undefined or infinitely greater

📌 But in competition context, interpret as drone has 100 J, boulder 0 → ratio is undefined, but mathematically, use limit concept.

📌 Clarified: comparison yields drone energy is infinite times greater

📌 But for exact value: ratio = 100 / 0 → not defined, but if expressed as ratio, it's 100:0 → simplified as 1:0 from drone to boulder

📌 Better: compute ratio = KE_battered : KE_boulder = 100 : 0 → interpreted as drone has 100 units, boulder 0, so ratio is undefined but conventionally stated as infinity.

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