Please type the solution if you can, help me in the computation, only in part V

II.Materials: Toy gun with plastic ball as bullets, metre stick/ ruler, protractor, scientific calculator Ill.Procedure: Effect of Angle of Projection on Range and Maximum Height 1. Position the gun on the floor. Incline the gun such that it makes a 15 with the horizontal. This angle is the angle of projection. 2. Make a shot. Mark the part of the floor where the bullet plastic ball first landed. Measure the range of the bullet/ plastic ball. Record it in the data table. Make three trials. Observe also the maximum height obtained by the bullet/ plastic ball. 3. Repeat steps 1 and 2 for other angles of projection: 30; 45; 60; and 75 . 4. Solve for the initial velocity for each angle of projection. Record in the data table. 5. Compute for the maximum height of the bullet/ plastic balloon at different angles of projection. Record in the data table. 6. Rank the maximum height attained by the bullet for each angle of projection. Use a scale of 1 to 5 with 5 as the highest. Record your findings in the data table. IV. Data and Results: (20 pts.) Angle Or Range Range Range Initial Maximum Maximum Projection (cm) (cm) (cm) Velocity Height Ranking Trial 1 Trial 2 Trial 3 (cm/s) (cm) 25" 1999 cm 2530 cm 3124 cm 1800 cm/s 297 cm 1 2260 cm 2860 cm 3531 cm 1800 cm/s 416 cm 2 45 2610 cm 3303 cm 4077 cm 1800 cm/s 832 cm 3 60 2260 cm 2860 cm 3531 cm 1800 cm/s 1249 cm 4 65" 1991 cm 2531 cm 3124 cm 1800 cm/s 1368 cm 5 V. Sample Computations for Initial Velocities and Maximum Height: (10 pts.) VF sin 28 2g where sin 20 means (sin 8)(sin e )