an object is launched from ground level with an initial speed of 24.6 meters/second at an upward angle of 0.595 radians above the horizontal (90 degrees is about 1.57 radians). how far will it travel horizontally before hitting the ground?



Answer :

The object will travel 55.67 meters horizontally before hitting the ground.

The object is launched with speed 24.6 meters/second.

The angle at which the object is launched is 0.595 radians.

We know,

90° = 1.57 radians

1 radian = 90°/1.57

So,

0.595 radians = 90°(0.595)/1.57

0.595 radians = 34°

The horizontally distance R travelled by the projectile can be given by,

R = U²sin2A/g

Where, U is the initial speed,

A is the angle at which object is launched,

g is acceleration due to gravity,

Putting all the values,

R = (24.6)²sin(68°)/10

R = 55.67 meters.

The horizontal range is 55.67 meters.

To know more about projectile, visit,

https://brainly.com/question/8104921

#SPJ4

Other Questions