9/23/2023 0 Comments Fireworks problem visual logic![]() I used a similar "guess and check" method to find the approximate the horozontal distance of the fireworks.Īlthough it is possible to find the solutions this way, it was incredibly cumbersome. In this way, I continued to deduce the firework's time of peak altitude until I had a solution at least down to the second decimal value. If the new altitude was lower than the first, I knew that the firework would have started descending, and that it would have reached it's peak altitude at some point in between my first two times. If the altitude was higher than the last, I knew that the firework would still be ascending. Next, I tried a time value that was higher than the first. To find the peak altitude, I picked a time that I thought the firework might reach it's peak altitude, and plugged that value into the first equation. ![]() Without having the mathematical tools to solve this problem, my first cracks at it were mostly based on my number sense. ![]() How does the firework detonation timing mechanism work? If not the spectators, who else could be in danger of fireworks debris? How are the given equations related to the fireworks situation? Some important questions that I had to begin with were: ![]()
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