1.) From the graph, determine the angle for the max range and compare both the angle of the max range with the formulas from the theory above.

2.) Compute % errors for both.

Height Om: Range in Relation to Angle 16 14 12 10 Range (m) y = -0.0085x2 + 0.7687x - 2.6377 Series1 ......".. Poly. (Series1) ONDO 0 20 40 60 80 Angle (degrees) Height 5m: Range in Relation to Angle 25 20 15 Range (m) 10 . Series1 ......... Poly. (Series1) y = -0.0075x2 + 0.5594x + 8.6569 Un 0 20 40 60 80 Angle (degrees) Height 10m: Range in Relation to Angle 25 20 15 Range (m) . Series1 10 .......". Poly. (Series1) Un y = -0.0076x2 + 0.4967x + 14.435 0 10 20 30 40 50 60 70 Angle (degrees)From an analysis of the motion of a projectile in the x and ydireotions, you can obtain equations for the maximum height and range of a projectile. v: sin29 hmax = T ujsin (29) Rmax = T u 9 = tan" where h is the initial launch height 120+ g