sin(60) =.866
20m/s*.866 = 17.32m/s in the vertical direction.
x=17.32t - 9.81t2
x=0 when the ball returns to its original height, so 17.32t = 9.81t2
17.32=9.81t
t=1.766sec for the ball to return to its original height. 1/2 this time will be its maximum height.
T=.883 sec.
maximum height = 17.32t - 9.81t2 = 14.4109 - 6.807 = 7.6039 m
420 feet at about an angle of -3 degrees.
An angle above 90 but less than 180 degrees is an obtuse angle An angle above 180 degrees is a reflex angle
20 degrees is a measure of angular displacement. This cannot be converted to lateral (horizontal) displacement.
A right angle which is 90 degrees
sin(63) = 0.891 cos(63) = 0.454 24 meters per second at an angle of 63 degrees above the horizontal = => 10.896 m/s horizontally => 21.384 m/s vertically
The velocity is greatest at two points:1). when it leaves the hand of the tosser2). when it returns to the same height as it was when it was releasedThis answer is the same for any angle above horizontal, regardless of the angle.
420 feet at about an angle of -3 degrees.
A trajectory of 45 degrees elevation gives the longest horizontal travel- (not taking air drag into consideration nor any aerodynamic properties of a projectile.
Fifteen degrees from the horizontal.
An angle above 90 but less than 180 degrees is an obtuse angle An angle above 180 degrees is a reflex angle
An obtuse angle is an angle between 90 degrees and 180 degrees. A 180 degree angle is a straight horizontal line. So you can imagine that a 160 degree angle is almost but not quite horizontal.
65
It is a line that is not at an angle of 90 degrees to the horizontal!
No, a ball thrown at an angle of around 45 degrees will typically go the furthest. This launch angle combines vertical and horizontal components of velocity to achieve the maximum range. A ball thrown almost horizontally will have a lower trajectory and be affected more by air resistance, causing it to have a shorter range.
20 degrees is a measure of angular displacement. This cannot be converted to lateral (horizontal) displacement.
Smaller angles will result in a larger horizontal velocity and smaller vertical velocity. The times of flight will also be shorter since it's closer to the ground. Larger angles have a larger vertical velocity and smaller horizontal velocity. Time of flight will be much longer since it is higher above the ground. As for distance, 45 degrees will result in the greatest distance and for every distance before the furthest one there is an angle above 45 degrees and an angle below 45 degrees that will result in that distance.
A right angle which is 90 degrees