Motion in a Straight Line | Saral Rekha Mein Gati | L - 6 | NEET 2023 Physics Preparation | NEET

A particle of mass 2kg is moving on a straight line under the action of force F = (8-2x) N . The particle is released at rest from x = 6 m . For the subsequnent motion(All the value in the right column are in their S.I. units)

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Newton's Laws Of Motion(NLM) | Friction | Most Important Questions| JEE MAINS 2020/NEET 2020 Physics

A particle of mass m is constrained to move along a straight line. A and B are two fixed points on the line at a separation of L. When the particle is at some point P, between A and B, it is acted upon by two forces vecF_(1)=((6mg)/(L))vecPA " and " vecF_(2)=((3mg)/(L))vecPB At time t=0, the particle is projected from A toward B with a speed of sqrt(gL) . At what time 't' will the particle reach at B for the first time ?

Class 11 NEET 2020 - Revision In 60 Days | Circular Motion - Quick Revision | NEET Physics | Important Questions

A particle moving in a straight line has its velocit varying with time according to relation v = t^(2) - 6t +8 (m//s) where t is in seconds. The CORRECT statement(s) about motion of this particle is/are:-

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A particle travels m a straight line, such that for a short time 2 s le tle 6 s, its motion is described by v= (4/a) m//s, where a is in m//s^2. If v= 6 m//s. when t= 2 s, determine the particle's acceleration when t= 3 s.

An object is moving in a straight line. Its position versus time graph is shown below. There is a detector at origin which analyze the motion of object between t=6 and t=8 seconds, which statement describes the motion shown in the graph.

Two S.H.M.s along the same straight line in the same direction and of the same period are given by the equations, x_1=3" "sin(4pit+pi/6) and x_2=4" " sin(4pit+pi/3) . The initial phase of the resultant motion is