In horizontal projectile motion, the time to reach the ground depends only on the vertical height and gravity (t = √(2h/g)), the horizontal distance is the product of horizontal velocity and time (d = v_x × t), and the final velocity is the vector sum of the constant horizontal velocity and the vertical velocity gained from gravity (v_f = √(v_x² + v_y²)). For a ball thrown horizontally from 80m height at 30 m/s, the time is 4 seconds, horizontal distance is 120 meters, and final velocity is 50 m/s.
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Numericals projectile motionsAdded:
Example of the video here.
A ball is thrown horizontally from a cliff of height 80 m with a velocity 30 m per second.
So, we have to find time to reach the ground, horizontal distance covered, and final velocity and magnitude. Okay.
So, this is your cliff.
And that is 80 m of height.
And initially, there is a velocity towards X component X axis.
X is 30 m per second.
So, see.
Considering velocity and distance along Y axis. Okay.
I mean, vertically.
We have Py is zero.
H is 80.
And acceleration due to gravity is 10 m per second squared.
These are all meters.
So, time will be twice root H by G.
20 80 by 10 That will be root 16. That means 4 seconds.
So, [snorts] you can understand the time taken will be 4 seconds.
Okay.
Now, horizontal distance covered.
SX will be VX into T.
VX is 30 and T is 4. So, that will be 120 m.
Okay. So, these are the answers and at last we have to find the final velocity.
Okay.
So, the velocity along X axis will remain constant. Velocity VX will remain 30.
What will be the VY? VY will be G into T. So, 10 into 4, that will be 40.
Now, you have two velocity that is acting perpendicularly to each other. That is VX and VY.
The resultant will be velocity like this and the resultant velocity will be VR equal to VX plus VY squared.
That is 30 squared plus 40 squared under root. So, that will be 50 squared under root, that means 50.
So, final velocity will with the object 50 m/s.
So, these are the answers.
We have time is 4 seconds.
Distance covered along X axis is 120 m and final velocity will be 50 m/s.
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