Write a computer program that computes the duration of a projectile’s flight and its height when it reaches the target. Program Constant: g = 32.17 # Gravitional constant # Program inputs: theta (float) # angle of elevation (in radians)# distance (float) # distance to target (in ft) # velocity (float) # projectile velocity (in ft/sec) # Program outputs: time (float) # time of flight # height (float) # height at impact # Relevant Formulas: ???? = ????????/(???????? ×???(?????)) ??????=???????? × ???(?????) ×????− (? × ???? × time/?) Example Input (prompt user as follows): Angle: 0.3 Velocity: 800 Distance: 11000 Example Output: Time = 14.392834521148679 Height = 70.63171358313048

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Variables and Constant

Constants and variables are widely used in mathematical equations and expressions. They are also commonly found in the domain of programming, where each language has its own way to differentiate between a constant and a variable. Since they have all sorts of applications, knowing their differences is a good place to start.