What you really need to find out is how fast the projectile will leave the arrow. The projectile's MASS (not its weight) and the force with which the bow pushes it can help you calculate the acceleration (using Newton's Second Law), but that's really insufficient information - you also need to know for how long the bow pushes the projectile, using the given force.
the maximum weight they have on the paper is 350 and up! so they take any weight and that is 32-37 points.
Approximately 700 lbs.
maximum weight
The crane boom lifting capacity is determined by the base weight, the angle of incline and the length of the boom. Cranes are given a maximum lifting rating. Weights are graphed showing the maximum under each variable.
The Weight Watchers system gives points to different types of food. When you start a diet you are given a certain number of points a day. It does not matter what you eat as long as you stay within your maximum.
The weight of a projectile can affect its distance due to the principle of projectile motion. Heavier projectiles have more inertia, which can affect their initial velocity and the force of gravity acting upon them. This can result in heavier projectiles traveling shorter distances compared to lighter projectiles with the same initial velocity and launch angle. Additionally, air resistance may have a greater impact on heavier projectiles, further reducing their overall distance traveled.
It affects the entire speed of the projectile is going to travel at. Shooting it at a higher initial velocity may increase the airtime of the projectile depending on the angle it was fired at.
Speed, weight, and shape of the projectile- along with the angle at which the barrel is raised above the horizonatal.
Weight, velocity, and shape of the bullet.
Depends on muzzle velocity, projectile weight and distance.
You will have to specify what the weight of the projectile is and muzzle velocity at a minimum to get an answer.
There have been explosive loaded projectiles MUCH smaller than 1 inch- however, as the size of the projectile decreases, the space available for, and the possible weight of, explosives becomes so small as to make the presence of explosives meaningless.
When the mass of the counterweight increases, the distance of the projectile will travel should increase in a linear path due to the relationship between gravity and the counterweight. As the force exerted on the projectile is equal to the mass of the counterweight times the gravitational constant, when the mass is increased, the force will also increase. Furthermore, because for every action there is an equal and opposite reaction (Newton's Third Law), the force that is put on the counterweight should be the same force exerted on the projectile. The distance traveled then should be directly related to the mass of the counterweight. In the second test, the distance the projectile travels should be the greatest when the angle of release is closest to 45 degrees. This is due to the fact that there will be no air resistance on the projectile allowing 45 degrees to be the perfect arc for maximum distance.
The pull back angle of a catapult affects the distance by determining the trajectory of the projectile. A larger pull back angle typically results in a higher launch angle, which can increase the distance the projectile travels. However, the optimal pull back angle depends on various factors, such as the weight of the projectile and the force of the launch mechanism.
No way to answer without knowing the weight of the weapon, weight of the projectile, velocity of the projectile
A trebuchet could launch ammunition such as large rocks or projectiles up to distances of over 300 meters, depending on factors such as the size and weight of the projectile, the counterweight of the trebuchet, and the angle of release.
Counterweights in trebuchets play a crucial role in launching projectiles by providing the necessary force to propel the arm and the projectile forward. When the counterweight is released, its gravitational potential energy converts into kinetic energy, causing the arm to pivot rapidly. This motion allows for a greater launch velocity and distance of the projectile. The size and weight of the counterweight directly influence the trebuchet's effectiveness, as a heavier counterweight typically results in a more powerful launch.