Asked by jaypoy
A golf ball was hit and projected at an angle of 65° with the horizontal. If the initial velocity of the ball was 60m/s.Calculate the time the golf ball was in the air and the horizontal distance the ball travelled
Answers
Answered by
damiensandowz
The airborne time will be given by:
t = v1/g where t is the time taken, v1 is the initial velocity and g is the acceleration due to the gravity pulling the golf ball towards the center of the earth.
t=60/9.8
t=6.12244897959 seconds.
Multiplying that by 2 to have the total airborne time,
actual time = 12.2448979592 seconds.
Now, for the horizontal distance traveled,
Using simple height and distance, if the golf ball covered a distance of 60 meters in one second at an angle of 65° then the horizontal distance covered must be 25.3570957044 meters.
Multiplying that by the airborne time, we have,
25.3570957044 * 6.12244897959
= 155.247524721 meters.
So the golf ball was in the air for 6.1 seconds and the horizontal distance covered was 155.2 meters.
t = v1/g where t is the time taken, v1 is the initial velocity and g is the acceleration due to the gravity pulling the golf ball towards the center of the earth.
t=60/9.8
t=6.12244897959 seconds.
Multiplying that by 2 to have the total airborne time,
actual time = 12.2448979592 seconds.
Now, for the horizontal distance traveled,
Using simple height and distance, if the golf ball covered a distance of 60 meters in one second at an angle of 65° then the horizontal distance covered must be 25.3570957044 meters.
Multiplying that by the airborne time, we have,
25.3570957044 * 6.12244897959
= 155.247524721 meters.
So the golf ball was in the air for 6.1 seconds and the horizontal distance covered was 155.2 meters.
There are no AI answers yet. The ability to request AI answers is coming soon!
Submit Your Answer
We prioritize human answers over AI answers.
If you are human, and you can answer this question, please submit your answer.