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and at an angle of 40°.
with a velocity of 
. Calculate the maximum height reached by the ball during the flight.
at an angle of 70°.
at an angle 
. Calculate the:
it takes to reach the maximum height,
of flight.
with respect to the horizontal axis. The initial velocity of the bullet is 14 
. Where, from the point of projection, will the ball fall to the ground? Ignore the air resistance.
and velocity 
. Calculate the range of the ball.
at a speed of 
and at an angle of 
.
again?
in a horizontal direction so that its range is four times the height. At what speed, in terms of 
.
. At what horizontal speed should we throw it?
. It falls to the ground at an angle 
with respect to the horizontal plane. How long has it been in the air?
and a height of 1.7 m towards a target 2 m away. The arrow hits the target at a height of 1.5 m. At what speed and at what angle to the horizontal does the dart hit the target?
to the horizontal. From what height relative to the target is the arrow fired?
at a speed 
and falls to the ground at a distance 
. At what distance does it fall to the ground if thrown from a height 
at the same horizontal speed?
. Calculate the initial horizontal speed of the stone and the angle at which it falls to the ground.
. A stone is thrown from the bridge onto the wagon at the moment when the front part of the wagon is under the bridge directly below the point where the stone is thrown. The height of the bridge is 10 m. Calculate the maximum and minimum possible at which the stone must be thrown in order for it to fall on the wagon.
at an angle 
to the horizontal. It lands at point Q, a horizontal distance 
from 
, after time 
.
. Air resistance is negligible.
and a horizontal component of 
as shown.
. What is the speed of the ball 
after being thrown?
. The ball lands on the ground a horizontal distance of 
from the edge of the table.
is projected into the air and follows a curved path above horizontal ground.
to move along its path. The object lands a horizontal distance of 
from its initial position. Air resistance is negligible.
to horizontal ground. After a short flight, the ball returns to the ground. It may be assumed that air resistance is negligible. What is never zero during the flight of the ball?
. The path of the parcel is shown.
after its release to reach point Q on the horizontal ground. Assume air resistance is negligible.
of the parcel above the ground when it is released.
between points P and Q.
from a stationary cannon at the top of a hill. The ball lands on horizontal ground that is a vertical distance of 
below the cannon as shown below.
.
. It falls through a vertical height of 
before bouncing off a horizontal plate.
.
above horizontal ground. The ball hits the ground after a time of 
. Air resistance is negligible. What is the speed of the ball just before it hits the ground?
at an angle of 
to horizontal ground. The ball then strikes a vertical wall at the instant when the path of the ball becomes horizontal, as shown.
.
.
above the ground. The water hits the ground at point Q. The horizontal distance from P to Q is 
.
.
at an angle 
to the horizontal.
reached?
and the second student throws his ball with a speed of 
.
is thrown from a height of 
above the ground, in a horizontal direction at a speed of 
.
?
