Matching Numbers Miles

Posted in September 9, 2008 ¬ 3:19 amh.adminNo Comments »

Matching Numbers Miles
Trig History: Using the Law of Sines / Law of cosines?

The gunner at ground level is a cruise missile at 35degrees, a mile in the air, traveling directly toward him at 548 mph, and immediately fires his gun. If the velocity of the projectile from the weapon is 648 mph, what angle of elevation is required for the missile hit? When the projectile hit the missile? Use Law of cosine / sine [(ASA) (ASA) (SSS), etc)] None of my numbers are coincident when I checked.

First step: determining the distance to land (objective x axis) angle is 35DEG & goal is 5120 feet Step Two: Estimate time to destination, use this value to determine the range to target at the moment of contact. (Impact factor for stroke objects is actually a problem of calculation), angle real shooting will be greater than 35DEG since the objective is to maintain altitude, while shortening the time interval during which the shell is in flight. Use the error to correct its estimate of its elevation to plot the two paths to reach the crossing point at the same time. If you're working with a theoretical AAA has a floor then the trajectory of any further correction, if you are solving a real world problem, then it is also necessary to calculate the ballistic trajectory and allow the action of gravity bends the shell approaches the AAA missile (again, this is a task best done with differentiation) more likely is that their numbers are not working because they do not allow the movement in time. Remember, to hit a moving target with a slower pace than that of light weapons, to suggest that when the projectile will reach the goal, which was missing when he was shot.

426 HEMI Cuda original owner Nick Scarangella Numbers Matching, 22,291 original miles