Q. 1: (a) The force acting on the particle of mass m at time t is given by F = (acoswt)î + (bsinwt)j If the particle is initially it rest at the origin then, show that its position and velocity at any time t is given by (1– coswt)î+- (@t – sinwt)j mw? b -(1– coswt)j mw? -(sinwt)î + mw (b) Prove that for a conservative field F 6 F.dl = 0.
Q. 1: (a) The force acting on the particle of mass m at time t is given by F = (acoswt)î + (bsinwt)j If the particle is initially it rest at the origin then, show that its position and velocity at any time t is given by (1– coswt)î+- (@t – sinwt)j mw? b -(1– coswt)j mw? -(sinwt)î + mw (b) Prove that for a conservative field F 6 F.dl = 0.
Related questions
Question
100%
Pleasr solve with explanation
Transcribed Image Text:Q. 1: (a) The force acting on the particle of mass m at time t is given by
= (acoswt)î + (bsinwt)ſ
If the particle is initially it rest at the origin then, show that its position and velocity at any time t is
given by
- coswt)î + ;
(@t – sinwt)j
mw?
b
(1– coswt)j
ma
- (sinwt)î + :
то
mw
(b)
Prove that for a conservative field F $ F.dl = 0.
Expert Solution
This question has been solved!
Explore an expertly crafted, step-by-step solution for a thorough understanding of key concepts.
This is a popular solution!
Trending now
This is a popular solution!
Step by step
Solved in 5 steps with 5 images
