Find the terminal speed vt (the maximum speed, when the fluid resistance is in euqlibrium with the weight and buoyant force). ? Ut = m/s

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Chapter1: Units, Trigonometry. And Vectors
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Please help me find the terminal velocity.

A rock with mass m = 2.50 kg falls from rest in a
viscous medium. The rock is acted on by a net
constant downward force of F = 15.9 N (a
combination of gravity and the buoyant force exerted
by the medium) and by a fluid resistance force
f = kv, where v is the speed in m/s and k = 2.58
N x s/m.
%3D
Transcribed Image Text:A rock with mass m = 2.50 kg falls from rest in a viscous medium. The rock is acted on by a net constant downward force of F = 15.9 N (a combination of gravity and the buoyant force exerted by the medium) and by a fluid resistance force f = kv, where v is the speed in m/s and k = 2.58 N x s/m. %3D
Find the terminal speed vt (the maximum speed, when the fluid resistance is in euqlibrium with the weight and buoyant force).
?
Ut =
m/s
Submit
Previous Answers Request Answer
Transcribed Image Text:Find the terminal speed vt (the maximum speed, when the fluid resistance is in euqlibrium with the weight and buoyant force). ? Ut = m/s Submit Previous Answers Request Answer
Expert Solution
Step 1 The given data

The mass of the rock m = 2.50 kg

Net force F = 15.9 N

 k = 2.58 N s/m

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