Question:
Three frames πΉ0, πΉ1 and πΉ2 are in relative motion. The frame πΉ0 is at rest, πΉ1 is moving with velocity π£1πΜwith respect to πΉ0 and πΉ2 is moving with velocity π£2πΜ with respect to πΉ1. A particle is moving with velocity π£3πΜ with respect to πΉ2. If π£1 = π£2 = π£3= \(\frac{π}{2}\), where π is the speed of light, the speed of the particle with respect to πΉ0 is ππ. The value of π is ____________ (rounded off to two decimal places)
Three frames πΉ0, πΉ1 and πΉ2 are in relative motion. The frame πΉ0 is at rest, πΉ1 is moving with velocity π£1πΜwith respect to πΉ0 and πΉ2 is moving with velocity π£2πΜ with respect to πΉ1. A particle is moving with velocity π£3πΜ with respect to πΉ2. If π£1 = π£2 = π£3= \(\frac{π}{2}\), where π is the speed of light, the speed of the particle with respect to πΉ0 is ππ. The value of π is ____________ (rounded off to two decimal places)
Updated On: Oct 1, 2024
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Correct Answer: 0.9 - 0.96
Solution and Explanation
The correct answer is: 0.90 to 0.96 (approx)
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