. Inequalities 0 is a constant determined by the angle of elevation. A howitzer res an artillery round with a velocity of 891 mlsec. Answer parts (a) and (b). <:> (a) If the round must clear a hill 158 meters high at a distance of 1614 meters in front of the howitzer, what C values are permitted in the trajectory equation? E (Type your answer in interval notation. Round the nal answer to the nearest thousandth as needed. Round all intermediate values to ve decimal places as needed.) k: 2.5 lnequa Functions\" 5) St l S Involving Question 11, 2.5.37 > HW Score: 90.91%, 10 of 11 points Part 2 of 2 Points: 0 of 1 2 x A projectile red from the point (0,0) at an angle to the positive x-axis has a trajectory given by y = Cx - (1 + CZ) [g] [V] . In this formula, x is the horizontal distance in meters, y is the height in meters, v is the initial velocity in meters per second, 9 = 9.81 m/sec2 is the acceleration due to gravity, and C > O is a constant determined by the angle of elevation. A howitzer res an artillery round with a velocity of 891 mlsec. Answer parts (a) and (b). (a) If the round must clear a hill 158 meters high at a distance of 1614 meters in front of the howitzer, what C values are permitted in the trajectory equation? (0.108, 100.172) (Type your answer in interval notation. Round the final answer to the nearest thousandth as needed. Round all intermediate values to ve decimal places as needed.) (b) If the goal in part (a) is to hit a target on the ground 72 kilometers away, is it possible to do so? If so, for what values of C? If not, what is the maximum distance the round will travel? Select the correct choice below and ll in the answer box to complete your choice. 0 A- No it is not possible. The maximum distance the round will travel is m. 0 3- Yes, it is possible for the value(s) (Use a comma to separate answers as needed. Round the nal answer to the nearest thousandth as needed. Round all intermediate values to ve decimal places as needed.) ns