RELATED RATES PROJECT For this project you will write an original related rate problem with, preferably, a Halloween theme. Your problem must be written and illustrated on a tissue box (any size as long as it is a box). Your problem should utilize a mathematical relationship (Pythagorean theorem, cone, trig ratios, etc.) similar to the related rates problems that we have worked in notes or homework.Your project should fill all 4 sides of the tissue box: 1) The problem fully described with a drawing of your problem. 2) The "Given" Statement 3) The "Find" Statement 4) The "Equation" Statement and all the work that follows.Example 3: A Falling Ladder (Boyfriend) Trevor is paying a late-night visit to his girlfriend, Makayla in hopes of sneaking her out of her house after curfew. He brings a 25-foot ladder and leans it against the side of her house in order to climb to her window. Soon after Trevor reaches the top of the ladder, Makayla's father pulls into the driveway, rushes to the ladder, and begins to pull its lower end away from the house at a rate 2 feet per second. How fast is Trevor plummeting to the ground if he continues to hang onto the top of the ladder at the instant the bottom of the ladder is 7 feet from the house? Discalimer: No boyfriends were actually harmed in this problem. Yet. Given : dx = 2 at 25 ft find :dry lots of * whin x = 7 it sec equation = x 2+ 12= 252 2 x. d x at ter. dr at = 0 trevor is plummeting to 2.7 + 2+ 2. 24 : dr the ground at a rate r=24 X = 7 = 28+ 48 dr second. when the Ur ladder is 7 ft 48 - ft / sec the house. 12