Projectile Motion ball is thrown upward

In summary: The problem involves finding the initial velocity using the given angle, distance, and height. The equations needed are xcos30 and ysin30, and the value for gravitational acceleration is also necessary. The projectile can land at the given spot after passing through its zenith, so the ledge does not necessarily coincide with the apex of the parabola. In summary, the problem requires finding the initial velocity of a ball thrown upward at an angle of 30° to the horizontal, landing on the top edge of a building 20 m away and 5.0 m above the throwing point. The necessary equations are xcos30 and
  • #1
creynaud
4
0

Homework Statement


A ball is thrown upward at an angle of 30° to the horizontal and lands on the top edge of a building that is 20 m away. The top edge is 5.0 m above the throwing point. How fast was the ball thrown?

Homework Equations


xcos30
ysin30

The Attempt at a Solution


Im not sure what I am supposed to do considering there is no velocity given
 
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  • #2
creynaud said:
Im not sure what I am supposed to do considering there is no velocity given
creynaud said:
How fast was the ball thrown?
Well, the problem is asking for the initial velocity, so its very natural that the initial velocity is not given to you!

Just take a look at the equations you have at hand and see which one has only one unknown, taking into account the data given in the problem.
 
  • #3
So the ledge coincides with the apex of the parabola
You also need the value for g (gravitational acceleration)
Youll be working on the vertical vector of the launch velocity first
 
  • #4
dean barry said:
So the ledge coincides with the apex of the parabola
Not necessarily. The projectile can land at the given spot after passing through its zenith.

Fig1.gif
 
  • #5
dean barry said:
So the ledge coincides with the apex of the parabola
You also need the value for g (gravitational acceleration)
Youll be working on the vertical vector of the launch velocity first
This assumption is not implied by the text and is not necessary.
 
  • #6
Beyond me, sorry.
Dean
 

Related to Projectile Motion ball is thrown upward

1. What is projectile motion and how does it apply to a ball thrown upward?

Projectile motion refers to the motion of an object that is thrown or launched into the air and moves under the force of gravity. When a ball is thrown upward, it follows a curved path due to the combination of its initial velocity and the downward force of gravity.

2. What factors affect the trajectory of a ball thrown upward?

The trajectory of a ball thrown upward is affected by its initial velocity, angle of launch, and air resistance. Other factors such as wind and air density can also have an impact on the trajectory.

3. How does the initial velocity of a ball thrown upward affect its motion?

The initial velocity of a ball thrown upward determines the speed at which it moves and the height it can reach. The higher the initial velocity, the higher the ball will go before falling back to the ground.

4. Is the motion of a ball thrown upward symmetrical?

No, the motion of a ball thrown upward is not symmetrical. The upward motion is slower and the downward motion is faster due to the force of gravity pulling the ball back down.

5. How does air resistance affect the motion of a ball thrown upward?

Air resistance, also known as drag, can slow down the motion of a ball thrown upward. This can cause the ball to not reach the same height or distance as it would in a vacuum. The effect of air resistance increases with the speed and surface area of the ball.

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