a particle is projected with a speed u at an angle theta to the horizontal find the radius of curvature at the highest point of its trajectory
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HEYA ! !
Let the velocity of particle be u and angle with which it makes with horizontal is θ.The vertical component of the particle at the highest point is equal to zero.Considering only horizontal component,we get,
r=u2cos2θ2g
HOPE IT HELPS ✌
Regards.
Let the velocity of particle be u and angle with which it makes with horizontal is θ.The vertical component of the particle at the highest point is equal to zero.Considering only horizontal component,we get,
r=u2cos2θ2g
HOPE IT HELPS ✌
Regards.
yoo39:
??
Answered by
0
Hello Friend..❤️❤️
The answer of u r question is..✌️✌️
Let,
Velocity of particle = U
Angle makes with horizontal = tita
We know that,
✔️✔️The vertical component of the particle at the highest point is equal to zero✔️✔️
So,
The answer is
=2cos2tita2g
Thank you..⭐️⭐️⭐️
The answer of u r question is..✌️✌️
Let,
Velocity of particle = U
Angle makes with horizontal = tita
We know that,
✔️✔️The vertical component of the particle at the highest point is equal to zero✔️✔️
So,
The answer is
=2cos2tita2g
Thank you..⭐️⭐️⭐️
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