lplover1990 said:a we were told was that were not allowed to use the special formula(he one i told you about before, and that we're to find the max range of it with an independant and dependat variabl(range)...that's all and it should be be taking place on a football field...i was thiking to do what you just said but how could i if i can't use that formula
The formula for calculating maximum range of a projectile is: R = (V2 * sin(2θ)) / g, where R is the maximum range, V is the initial velocity, θ is the launch angle, and g is the acceleration due to gravity.
The maximum range of a projectile is affected by the initial velocity, launch angle, air resistance, and the acceleration due to gravity. Other factors such as wind and altitude may also have an impact.
Changing the launch angle can greatly affect the maximum range of a projectile. Generally, a lower launch angle will result in a shorter range, while a higher launch angle will result in a longer range. The optimal launch angle for maximum range is typically around 45 degrees.
The maximum range of a projectile is directly proportional to the square of the initial velocity. This means that doubling the initial velocity will result in four times the maximum range, while decreasing the initial velocity will result in a shorter maximum range.
No, a projectile can only have one maximum range. However, the maximum range may change depending on the conditions and factors involved, such as launch angle, initial velocity, and air resistance.