Hey,

The answer of these type of questions are difficult to answer at this platform. You can get the answer to these type of question by referring to some question answering platform specifically decided for Ed related content.

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Here lets assume m1 = 6kg and the corresponding position vector be r1=6i-7j and for m2 = 2 kg and corresponding position vector r2=2i+10j.

Now CM = m1r1+m2r2/(m1+m2)=(20/7) i - (11/7) j

Thus the center of mass will be located in the coordinate (20/7,-11/7)

I hope this answer helps. All

Dear Student,

• In SHM, the velocity is maximum at the equilibrium position
• Velocity is zero at the extreme position
• Further if the velocity is maximum, the acceleration is zero, meaning that the acceleration is zero whenever the object is at the initial position or the displacement of the particle is

Dear Student,

• Work is defined as the product of work and displacement.
• Hence, the work done by force is found by finding the area under the force displacement graph.

Given, Radius of Curvature = R

Let, Static Friction = U

Now the centripetal force is providing the friction between the tyre and the road i.e.,

mv^2/R = Umg

=> v = (URg)^1/2

• Thus the Maximum speed will be independent of Mass.

I hope this answer helps. All the very

Hello candidate,

For small oscillations, of a pendulum the angle taken between the two bobs were taken to be sin (theta), but we take the value of sin theta equal to theta. So, the expression for the time period of small oscillations is equal to 2π× √(length of the pendulum/

The various modes of vibration of air column are:

The air at the closed end is not free to vibrate so a node is formed at the closed end. While the air at the open end is free to vibrate with maximum amplitude so an antinode is formed at this

34. Hydraulic lift works on the principle of Pascal's law which states that if any force is applied to any point of a confined fluid, then the pressure is equally and undiminished transmitted through out the liquid.

35. Simple Harmonic Motion or SHM is defined as a motion in which

A conservative force is one for which the work done is independent of path. Equivalently, a force is conservative if the work done over any closed path is zero. A non - conservative force is one for which the work done depends on the path

Gravitational force/ electrostatic force =If