Knowing the path equation of a particle tells you all you need to know about the particle's motion. Consider 7(t) = Votcos(0)X + (votsin(e) – 4.9t2)9. This path describes a particle undergoing projectile motion. Let Vo = 30, and 0 = 6T. t= 1. Calculate the magnitude of the particle's velocity (i.e. its speed) for these values of Vo,0 and t. Please give your answer to 3 decimal places.

Advanced Engineering Mathematics
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ISBN:9780470458365
Author:Erwin Kreyszig
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Chapter2: Second-order Linear Odes
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Knowing the path equation of a particle tells you all you need to know about the particle's motion.
Consider 7(t) = Votcos(0)X + (votsin(e) – 4.9t2)9.
This path describes a particle undergoing projectile motion. Let Vo = 30, and 0 = 6T. t= 1. Calculate the magnitude of the particle's velocity (i.e. its
speed) for these values of Vo,0 and t.
Please give your answer to 3 decimal places.
Transcribed Image Text:Knowing the path equation of a particle tells you all you need to know about the particle's motion. Consider 7(t) = Votcos(0)X + (votsin(e) – 4.9t2)9. This path describes a particle undergoing projectile motion. Let Vo = 30, and 0 = 6T. t= 1. Calculate the magnitude of the particle's velocity (i.e. its speed) for these values of Vo,0 and t. Please give your answer to 3 decimal places.
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