Well, cannons shoot out cannon balls-they bring out. So, think of something that takes in like for instance, a vacuum!
It would depend on what the angle is, what it is deflected off, and if its all straight then.... South
The recoil on a cannon is an example of Newton's third law of motion, which states that for every action, there is an equal and opposite reaction. In this case, when the cannon fires a projectile, the force of the explosion propels the projectile forward, while an equal and opposite force pushes the cannon backwards, causing recoil.
it is in the gerudo desert on the opposite side from where you get launched by fyer's cannon
Both objects are acted on by the force of the expanding gases in the bore. The forces forward and backward have to be equal. The motion they produce ... the forward motion of the shot and the rearward motion of the cannon ... are in inverse proportion to their masses, so that the linear momentum after the shot is the same as the linear momentum before the shot, namely zero.
"For every action, there is an equal and oposite reaction." The cannonball is pushed out of the barrel at high speed. This pushes the cannon in the opposite direction. That is recoil. The heavier the cannonball, and the faster it is pushed, the more the cannon recoils.
Yes, momentum is conserved in the cannon-cannonball system. When the cannon fires the cannonball, the cannon moves in the opposite direction to conserve momentum. This is based on the principle of conservation of momentum in a closed system.
No, the cannon will have less kinetic energy compared to the cannonball due to its smaller mass. Kinetic energy is proportional to an object's mass and velocity, so the faster and heavier cannonball will have more kinetic energy than the slower and lighter cannon.
When a cannon is fired and the cannonball is propelled out of the barrel, the cannon experiences an equal and opposite reaction due to Newton's third law of motion. This means that while the cannonball moves forward, the cannon itself recoils backward. The force generated by the explosion of the gunpowder pushes the cannonball out, resulting in the recoil of the cannon. This recoil can cause the cannon to move slightly backward and may require stabilization to maintain its position.
Yes, momentum is conserved in this scenario. When the cannon is fired, the boat and cannon experience equal and opposite forces due to Newton's third law of motion. This results in an exchange of momentum between the cannon and boat, leading to a conservation of the total momentum of the system.
The forces are equal in both directions. The momentum of the shot is also equal to the momentum of the cannon in the other direction. The backward velocity of the cannon is: (forward velocity of the shot) times (mass of the shot) divided by (mass of the cannon).
Cannon A+Cannon B+Cannon C=Giga Cannon Cannon A+Cannon B+Cannon C=Giga Cannon
According to Newton's third law of motion, for every action, there is an equal and opposite reaction. Therefore, the force that will move the cannon backward will also be 500N.