What Is the Launch Angle of a Ball Thrown Against a Wall?

In summary, the problem asks for the angle of a ball thrown with initial velocity and hitting a wall at a certain distance and height. The equations provided involve time and trigonometric functions. The solution involves rearranging the equations and substituting to find the angle without needing to know the time.
  • #1
richpetty888
4
0

Homework Statement


A ball is thrown with initial velocity 20m/sec against a wall 50 meters away. It is released from a height of 1.8 meters, and hits the wall at 1.2 meters. Find the angle of the throw.


Homework Equations


50=20t*cos(theta)
-.6=20t*sin(theta)-.5(9.8)(t^2)


The Attempt at a Solution


Is it possible to solve this problem without knowing t(time between launch and hitting the wall)? Thanks for the help, I need to know if I'm missing a formula or something.
 
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  • #2
im not 100% sure about this but you don't need to find t, you just need to rearange your 1st equatoin so you have t=... and then substitute that into your 2nd equation and then you can find theta. maybe
 
  • #3


I would respond that it is not possible to solve this problem without knowing the time (t) between launch and hitting the wall. In order to calculate the angle of the throw, we need to know the time, as it is a variable in both equations provided. Without this information, we cannot accurately determine the angle of the throw. It is important to have all necessary information in order to solve a problem accurately and effectively. I would recommend reviewing the problem and checking if there is any other information given that could help determine the time. If not, it may be necessary to ask for clarification or additional information in order to solve the problem.
 

Related to What Is the Launch Angle of a Ball Thrown Against a Wall?

1. What is trajectory?

Trajectory refers to the path an object takes through space, typically due to the effects of gravity and any other external forces.

2. How is the angle of trajectory calculated?

The angle of trajectory is typically calculated using trigonometry, specifically the tangent function. The angle is measured from the horizontal and is dependent on the initial velocity and angle of release of the object.

3. Why is it important to calculate the angle of trajectory?

Calculating the angle of trajectory is important in many fields, such as physics, engineering, and sports. It allows us to predict the path of an object and make necessary adjustments to achieve a desired outcome.

4. What factors can affect the angle of trajectory?

The angle of trajectory can be affected by various factors, such as air resistance, wind, initial velocity, and the mass and shape of the object. These factors can alter the object's path and ultimately change the angle of trajectory.

5. How does the angle of trajectory impact the distance an object travels?

The angle of trajectory can greatly impact the distance an object travels. A lower angle will result in a shorter distance, while a higher angle will result in a longer distance. This is because the angle affects both the vertical and horizontal components of the object's motion.

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