What is the kinetic energy at the highest point in projectile motion?

The kinetic energy of a projectile at the highest point is half of the initial kinetic energy.

What is the kinetic energy at the highest point is at an angle of 60?

The kinetic energy at the highest point is. At the highest point the velocity is ucos60(∘) ( only the horizontal component remains , the vertical component being zero at the top – most point ). Therefore kinetic energy at the highest point .

Which energy is highest at point A?

Gravitational potential energy is the energy that an object has because of its height and is equal to the object’s mass multiplied by its height multiplied by the gravitational constant (PE = mgh). Gravitational potential energy is greatest at the highest point of a roller coaster and least at the lowest point.

When the angle of projection is 35 the range of the projectile is R Now if the angle of projection is its range will remain same ie R?

So the answer is 60 degrees. Interestingly, we can solve this problem quite generally. We seek two different values of x that give the same range.

What is kinetic energy of projectile?

The kinetic energy of a projectile at the highest point of its path is found to be 3/4^th of its initial kinetic energy. If the body is projected from the ground, the angle of projection must be: SolveStudyTextbooks. >>Class 11. >>Work, Energy and Power.

When a projectile is at the highest point on its trajectory the potential and kinetic energies are respectively?

At the highest point of the path the particle has only horizontal component of velocity which is constant hence speed is minimum. Also at the highest point potential energy is maximum, so the kinetic energy will be minimum.

When the KE of a body is increased by 300\% the momentum of the body is increased by 20\%?

i.e. Momentum will increase by 100\%.

When the kinetic energy is increased by 300\% the momentum of the body is increased by?

10\% D. 100\% Therefore, increase in momentum is 100\%.

What would be the effect on maximum height of a projectile when its angle of Projectionis changed from 300 to 600 keeping the same initial velocity of projection?

What will be the effect on maximum height of a projectile when its angle of projection is changed from 30^(@) to 60^(@), without changing its initial velocity of projection? Thus the maximum height reached becomes three time the original height of projectile.