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Standard XII

Physics

Newton's Second Law: Rotatory Version

90.A particle...

Question

90.A particle moves in X-Y plane under action of force F such that linear momentum P at any time t is 2costi +2sintj the angle between F and P at given time t is

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Similar questions

Q. A particle moves in the

x y - p l a n e

under the action of a force

F

such that the components of its linear momentum

p

at any time

t

are

p_{x} = 2 cos t, p_{y} = 2 sin t

. The angle between

F

and

p

at time

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Q. A particle moves in X-Y plane under the action of forces

F

such that the values of linear momentum

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at any times is

p_{x} = 2 cos t

and

p_{y} = 2 sin t

. The angle between

\to F

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\to p

at the time

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Q. A particle moves in the

x y

plane under action of a force

F

such that the value of its linear momentum

(P)

at any time

t

P_{x} = 2 cos t, P_{y} = 2 sin t

. The angle

Θ

between

P

and

F

at that time

t

will be :

A particle moves in the x-y plane under the action of a force F such that the value of its linear momentum $(\to P)$ at any time 't' is $P_{x} = 2 c o s t, P_{y} = 2 s i n t$ .The angle $θ$ between $\to F$ and $\to P$ at a given time t. will be

Q. A particle moves in the

x - y

plane under the action of a force

\to F

such that value of its linear momentum

p

at any instant is

p = 2 (cos t^i + sin t^j)

. The angle

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between

F

and

p

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