Also... If I have a launch height of 3m and a distance of 79.45.. angle is 30 degrees, and velocity is 30 m/s... What would be the range of that projectile? Answers to both would help tremendously.
Also... If I have a launch height of 3m and a distance of 79.45.. angle is...
The height of a cannon off the ground is 3m, the angle is 0 degrees (horizontal), the distance to a target on the ground is 20m. Calculate the initial speed the projectile must have in order to hit the target.
Consider the cannon model developed and discussed in class. Using the equations below, a launch speed of 12 m/s, a launch angle of 57.5o , and g = 9.81 m/s2 , answer the following questions h(t)= vt sinØ -(1/2)gt^2 x(t)= vt cos Ø a. Develop an algorithm to determine the time required to reach a height of at least 2.8 meters. List the steps of the algorithm, do not solve the equations. b. Solve the equations to compute the time...
I need help with these practice test problems. I also need to see work cause I don’t know where to start initial speed of 24.0 3. [14 pts] A daredevil is shot out of a cannon at 40.0° to the horizontal with an m/s. The daredevil travels past the highest point and then falls towards the ground in a parabolic path A net is positioned height of 10.0 m above the ground. How long is the daredevil in the air?...
EXPLORE A projectile is launched with a launch angle of 30° with respect to the horizontal direction and with an initial speed of 10 m/s. s0 (A) How do the vertical and horizontal components of the projectile's velocity vary with time? 40 35 (B) How long does it remain in flight? 25 (C) For a given launch speed, what launch angle produces the longest time of flight? 15 10 toy CONCEPTUALIZE Consider the projectile to be a point mass that...
2 A 5 kg projectile at a height 10 meters was launched at 30 degrees with 15 m/s. At the end of the flight, the projectile collided with ground and was thrown up vertically. 2a- Draw the initial and final velocity vectors and measure the earth pulling vector and final velocity direction in digress, provide scale in drawing 2b-- Draw the vector triangle representing the collision of the projectile and ground when the projectile bounced up vertically, provide scale in...
can someone write me a wing101 python code for this please Question: For a projectile launched with a velocity vIm/s) at an angle to the horizontal 6 Iradl, the horizontal distance travelled (also called the range) is given by where the altitude of the landing position is Δh higher than that of the launch position and g is the gravitational acceleration (use 9.81 m/s^2). Note: θ in theformula is in radians write a Python function that accepts ν, θ and...
Experimental technique 5. [1pt] Which of the following statements are true for this experiment? E.g., enter AB. If none are true, enter N. You have 4 tries. Everyone must wear safety glasses. For each launch angle, the projectile range is measured for one speed setting. Never look into the barrel of the launcher when it is loaded. The launch angle θ measured using the plumb line is the angle of the launcher with respect to the vertical. The projectile is...
Procedure: Fire a practice shot. Locate the landing point on the floor then secure a piece of white paper to the floor (centered about the landing point). Cover the sheet with a piece of carbon paper and tape it down. 1. Shoot the ball at least 5 times. Take care not to disturb the position of the launcher during the shots. 2. Measure the vertical height H of the projectile launcher from the floor. (Use a plumb bob determine the...
Ballistic Pendulum Version Procedure: Fire a practice shot. Locate the landing point on the floor then secure a piece of white paper to the floor (centered about the landing point). Cover the sheet with a piece of carbon paper and tape it down. 1. Shoot the ball at least 5 times. Take care not to disturb the position of the launcher during the shots. 2. Measure the vertical height H of the projectile launcher from the floor. (Use a plumb...
In matlab I have created the following function that calculates the distance a projectile travels when shot from a cannon given initial velocity and theta. function [distance, xplot, yplot] = Cannon_lab8(V, theta) g = -9.81; % gravity m/s^2 k = 0.35; % drag coefficient Vx = V*cos(theta); %velovity in x-direction Vy = V*sin(theta); %velovity in y-direction dt = 0.01; % seconds, time step x = 0; y = 0; xplot(1) = 0; yplot(1) = 0; i = 2; while y...