How does the angle affect the trajectory?
We believe that a greater angle of trajectory will result in a greater percent difference between the expected range and the actual range of a soccer ball. From this, it could be inferred that the greater the angle, the greater effect air resistance will have on the deal path of the ball.
How does the angle affect how far the ball goes?
In most cases you should see that a medium, 45-degree angle made the ball go the farthest. When you throw the ball at a very shallow angle, gravity pulls it down and the ground is closer, which ends the throw sooner so it does not have as much time to travel as far forward.
At what angle range is maximum?
The textbooks say that the maximum range for projectile motion (with no air resistance) is 45 degrees.
What is the optimal angle of release?
Theory has shown that the optimum angle of release fluctuates between 41 and 43 degrees. Biomechanical analyses have indicated that shot-putters release their shots at angles between 32 and 38 degrees, with few cases reported in the above 40 degree category.
What angle is the projectile launched from the ground at?
A projectile is launched from the ground at an angle of 30o. At what point in its trajectory does this projectile have the least speed?
When a ball is thrown vertically upwards the maximum velocity is?
When a ball is thrown vertically upwards or with some angle to the vertical or horizontal, always the maximum vertical velocity of the ball will be at the point just before the ball hits the ground and minimu The question details are not sufficient to answer. But, let us make some assumptions and solve…
What angle should a ball be hit at to reach 50m?
A ball is hit at an angle of 30° and it reaches a distance of 50 m. Given the same initial velocity, at what other angle should a ball be hit to reach the same distance: 15°, 45°, 60°, or 75°?
Does the “fired” ball have the same final velocity at ground level?
However, the “fired” ball also has a horizontal velocity. When you add the two components vectorially, the “fired” ball has a larger net velocity when it hits the ground. Follow-up: What would you have to do to have them both reach the same final velocity at ground level?