Determine the max height of the shell

In summary, a cannon at the edge of a cliff launches a shell with an initial velocity of 710m/s at a 35 degree angle above the horizontal. The shell lands 15m below its launching position. From this information, we can determine the maximum height of the shell, the horizontal range from the base of the cliff, and the velocity of the shell on impact. For assistance with solving these problems, please refer to the provided link.
  • #1
bazinga
2
0
a cannon is placed on an edge of a cliff and launches shell with an initial velocity of 710m/s [35degrees above the horizontal]. the shell lands 15m below its launching position.
a) determine the max height of the shell
b) determine the horizontal range of the shell from the base of the cliff
c) determine the velocity of the shell on impact ( the second it hits the ground)


thanks!~
 
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  • #2
bazinga said:
a cannon is placed on an edge of a cliff and launches shell with an initial velocity of 710m/s [35degrees above the horizontal]. the shell lands 15m below its launching position.
a) determine the max height of the shell
b) determine the horizontal range of the shell from the base of the cliff
c) determine the velocity of the shell on impact ( the second it hits the ground)


thanks!~

I see a lot of these types of questions on here. You would be best served by reading the sticky posts about posting homework questions.

You have to at least TRY to find a solution yourself.
 
  • #3
lmao you i eventually got it after i looked at it a second time ~ ty anywho dude / duddette
 
  • #4
dude. :}
 
  • #5
this link should help you out

http://www.mechanicsmadeeasy.com/html/ms_projectile.html
 

Related to Determine the max height of the shell

What is the significance of determining the max height of the shell?

Determining the max height of the shell is important for various reasons. It can provide information about the projectile's velocity, trajectory, and potential energy. It can also help in predicting the impact of the projectile and assessing its overall performance.

How is the max height of the shell calculated?

The max height of the shell is typically calculated using the projectile motion equations, taking into account factors such as initial velocity, angle of launch, and acceleration due to gravity. It can also be calculated using data from experiments or simulations.

What factors can affect the max height of the shell?

The max height of the shell can be affected by various factors such as air resistance, wind speed and direction, launch angle, and initial velocity. Other factors such as the shape and weight of the projectile can also play a role in determining the max height.

How can determining the max height of the shell be useful in real-world applications?

Determining the max height of the shell can have practical applications in fields such as engineering, ballistics, and sports. It can help in designing more efficient and accurate projectiles, predicting the flight of objects, and understanding the physics behind various projectile motions.

Are there any limitations to determining the max height of the shell?

While calculating the max height of the shell can provide useful information, it is important to note that it is an idealized model that does not take into account all real-world factors. Factors such as air resistance, wind, and surface conditions can impact the actual max height achieved by a projectile.

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