To calculate the angle of trajectory from a tangential launch, you need to know the initial velocity and the initial height of the object. Then, you can use the formula tanθ = (v^2/gx), where θ is the angle of trajectory, v is the initial velocity, g is the acceleration due to gravity, and x is the horizontal distance traveled.
A tangential launch is when an object is launched at an angle that is tangent to the curved path of its trajectory. This type of launch is often used in projectile motion experiments or when launching objects into orbit.
Yes, air resistance can affect the angle of trajectory from a tangential launch. The amount of air resistance depends on the shape and speed of the object, and it can cause the object to deviate from its intended trajectory.
Yes, the angle of trajectory from a tangential launch can be changed by adjusting the initial velocity or the launch angle. A higher initial velocity or a lower launch angle will result in a longer and flatter trajectory, while a lower initial velocity or a higher launch angle will result in a shorter and steeper trajectory.
The ability to calculate the angle of trajectory from a tangential launch has many practical applications, such as in sports like golf and baseball, where players need to calculate the trajectory of their shots. It is also important in engineering and physics, where understanding projectile motion is crucial in designing and predicting the behavior of objects in motion.