Parametric equations are mathematical expressions used to define the coordinates of points in terms of one or more independent variables, usually denoted as parameters. In MATLAB, parametric equations can be defined using functions that describe the x and y coordinates of points on a curve or surface as functions of a third parameter, often denoted as t. By varying the parameter t over a specified range, you can generate a plot that represents various shapes, curves, or even letters. Objective: Using similar principles, create parametric equations representing your last name and plot it using MATLAB. The figure below shows an example of how your plot should look like. My Name #0180479 Bilal 1 2 5 6 The letter "i" in the image above was generated using: t-linspace(0, 1); x=0*t + 3; y-3'-3; plot(x,y) theta linspace(0,2*pi, 100); R = 0.05; x-R*cos(theta) +3; y R*sin(theta)+0.3; plot(x,y) % Define parameter t ranging from 0 to 1 %x-coordinate remains constant at 3 % y-coordinate changes linearly from -3 to 0 % Plot the vertical line % Define parameter theta ranging from 0 to 2*pi % Radius of the dot %x-coordinate of the circle's points, shifted to the right by 3 % y-coordinate of the circle's points, shifted upwards by 0.3 % Plot the circle
Parametric equations are mathematical expressions used to define the coordinates of points in terms of one or more independent variables, usually denoted as parameters. In MATLAB, parametric equations can be defined using functions that describe the x and y coordinates of points on a curve or surface as functions of a third parameter, often denoted as t. By varying the parameter t over a specified range, you can generate a plot that represents various shapes, curves, or even letters. Objective: Using similar principles, create parametric equations representing your last name and plot it using MATLAB. The figure below shows an example of how your plot should look like. My Name #0180479 Bilal 1 2 5 6 The letter "i" in the image above was generated using: t-linspace(0, 1); x=0*t + 3; y-3'-3; plot(x,y) theta linspace(0,2*pi, 100); R = 0.05; x-R*cos(theta) +3; y R*sin(theta)+0.3; plot(x,y) % Define parameter t ranging from 0 to 1 %x-coordinate remains constant at 3 % y-coordinate changes linearly from -3 to 0 % Plot the vertical line % Define parameter theta ranging from 0 to 2*pi % Radius of the dot %x-coordinate of the circle's points, shifted to the right by 3 % y-coordinate of the circle's points, shifted upwards by 0.3 % Plot the circle
Database System Concepts
7th Edition
ISBN:9780078022159
Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Publisher:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Chapter1: Introduction
Section: Chapter Questions
Problem 1PE
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Transcribed Image Text:Parametric equations are mathematical expressions used to define the coordinates of points in
terms of one or more independent variables, usually denoted as parameters. In MATLAB, parametric
equations can be defined using functions that describe the x and y coordinates of points on a curve
or surface as functions of a third parameter, often denoted as t. By varying the parameter t over a
specified range, you can generate a plot that represents various shapes, curves, or even letters.
Objective: Using similar principles, create parametric equations representing your last name and
plot it using MATLAB. The figure below shows an example of how your plot should look like.
My Name #0180479
Bilal
1
2
5
6
The letter "i" in the image above was generated using:
t-linspace(0, 1);
x=0*t + 3;
y-3'-3;
plot(x,y)
theta linspace(0,2*pi, 100);
R = 0.05;
x-R*cos(theta) +3;
y R*sin(theta)+0.3;
plot(x,y)
% Define parameter t ranging from 0 to 1
%x-coordinate remains constant at 3
% y-coordinate changes linearly from -3 to 0
% Plot the vertical line
% Define parameter theta ranging from 0 to 2*pi
% Radius of the dot
%x-coordinate of the circle's points, shifted to the right by 3
% y-coordinate of the circle's points, shifted upwards by 0.3
% Plot the circle
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