5. Neglecting air resistance, find the equation of the curve describing the trajectory of a projectile...
5. Neglecting air resistance, find the equation of the curve describing the trajectory of a projectile launched with initial speed v0 at an angle θ with respect to the horizontal. Plot this curve for the values θ = 30◦ and v0 = 100 m/s, experimenting numerically to find an appropriate time interval for the plot. ( USE MATLAB CODE ONLY).
Homework Answers
Parabolic Trajectory is given by the equation, y = a*x + bx^2
For Projetile motion this eq transforms to:
y = tan(?)*x - g/ (2*(vo*cos(?))^2) * x^2
For ? = 30? and v0 = 100
m/s
y = tan(30)*x - g/
(2*(100*cos(30))^2) * x^2
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5. Neglecting air resistance, find the equation of the curve
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I want the math lab code for theses problems in a unique way
I
want the math lab code for theses problems in a unique way
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Create a program that plots the trajectory, from the initial height
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Please solve using Matlab ONLY
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I
want the math lab code for theses problems in a unique way
Theory A projectile is launched from point A up an incline plane that makes an angle of 10 with the horizontal. The mountain is 6,000 m high. Vo 10° Figure 1: Flightpath of a projectile. If we neglect the air resistance, the flight path of a projectile launched at an initial speed vo and an angle θ of departure relative to the horizontal is a parabola (see...
air resistance, the projectile will travel what e muzzle velocity is 980 m/s. Neglecting A large cannon is fired from ground level at an angle of 30° above the horizontal. The muzzle velocity is 980 m/s. Neglecting horizontal distance before striking the ground? O 8500 m O 4300 m O 43,000 m O 170,000 m O 84,000 m
Create a program that plots the trajectory, from the initial height
to the ground, of a projectile accelerating both in the horizontal
and vertical directions.
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PROBLEM 4: In your physics class, projectile motion has two components: constant-velocity motion in the horizontal direction and free-fall motion in the vertical direction. However, in reality, the horizontal motion has acceleration due to air resistance, wind, and other factors. The goal of this problem is to visualize the trajectory of a projectile...
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Please solve using Matlab ONLY
Computational Modeling
The range of an object shot at an angle theta
with respect to the x-axis and an initial velocity v0 is given by
the trajectory shown below. The Range can be obtained by
the following equation,
The above equation neglects air resistance and uses standard
gravity of g = 9.81 m/s2. Write a matlab code in order to calculate
the Range for velocity range 0≤ vo ≤100 m/s and shooting angle
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