The Part of the MATLAB code is here: (ADD and REMOVE) clc; close all; clear all;...

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The Part of the MATLAB code is here: (ADD and REMOVE) clc; close all; clear all; WRITE INPUT COMMAND SUCH THAT AFTER RUNNING THE PROGRAM, THE MATLAB ASKS YOU "The lower bound of theta in degree=' and assign it as tmin WRITE INPUT COMMAND SUCH THAT AFTER RUNNING THE PROGRAM, THE MATLAB ASKS YOU "The upper bound of theta in degree=' and assign it as tmax WRITE INPUT COMMAND SUCH THAT AFTER RUNNING THE PROGRAM, THE MATLAB ASKS YOU "The lower bound of phi in degree=' and assign it as pmin WRITE INPUT COMMAND SUCH THAT AFTER RUNNING THE PROGRAM, THE MATLAB ASKS YOU "The upper bound of phi in degree=' and assign it as pmax ASSIGN tinc, pine and rad as 2, 4, and pi/180 respectively in three lines. theta1=(tmin:tine:tmax); phil (pmin:pinc:pmax); theta=theta1.*rad; theta=theta1.*rad; phi-phil.*rad; USE meshgrid command such that [THETA, PHI] is meshgrid of (theta, phi); y1=input("The field pattern: E(THETA,PHI)='); v=input('The field pattern: P(THETA,PHI)=','s'); NOW ASSIGN Y AS ABSOLUTE VALUE OF y1 ratio=max(max(y)); PHI,y); %learn about [X,Y,Z]=sph2cart(THETA, sph2cart command mesh(X,Y,Z); % also learn mesh command title('3 D Pattern', 'Color', 'b', 'FontName','Helvetica','FontSize', 12, Font fprintf("\n Input Parameters: \n----------- -)); fprintf("\n Theta =%2.of,tmin); fprintf(': %2.of,tinc); fprintf(': %2.of, tmax); fprintf("\n Phi=%2.0f,pmin); fprintf('%2.of,pinc); fprintf(: %2.of,pmax); fprintf("\n FIELD PATTERN: %s',v) fprintf('\n \n Output is shown in the figure below-------- fprintf("\n'); after running give the following parameters: The Lower Range of Theta in Degree= o The Upper Range of Theta in Degree= 360 The Lower Range of Phi in Degree o The Lower Range of Phi in Degree o The Upper Range of Phi in Degree= 360 The field pattern: E(THETA,PHI)=1 The field pattern: P(THETA,PHI)=1 The Output should look like this: Input Parameters: Theta = 0 : 2:360 Phi = 0 4 : 360 FIELD PATTERN : 1 Output is shown in the figure below-- 3D Pattern 0.5 0 -0.5 0.5 -0.5 -1 -0.5 O 0.5 The Part of the MATLAB code is here: (ADD and REMOVE) clc; close all; clear all; WRITE INPUT COMMAND SUCH THAT AFTER RUNNING THE PROGRAM, THE MATLAB ASKS YOU "The lower bound of theta in degree=' and assign it as tmin WRITE INPUT COMMAND SUCH THAT AFTER RUNNING THE PROGRAM, THE MATLAB ASKS YOU "The upper bound of theta in degree=' and assign it as tmax WRITE INPUT COMMAND SUCH THAT AFTER RUNNING THE PROGRAM, THE MATLAB ASKS YOU "The lower bound of phi in degree=' and assign it as pmin WRITE INPUT COMMAND SUCH THAT AFTER RUNNING THE PROGRAM, THE MATLAB ASKS YOU "The upper bound of phi in degree=' and assign it as pmax ASSIGN tinc, pinc and rad as 2, 4, and pi/180 respectively in three lines. theta1=(tmin:tine:tmax); phil (pmin:pinc:pmax); theta=theta1.*rad; theta-thetai.*rad; phi-phii. *rad; USE meshgrid command such that [THETA, PHI] is meshgrid of (theta,phi); yı-input('The field pattern: E(THETA, PHI)='); v=input('The field pattern: P(THETA,PHI)=','s'); NOW ASSIGN Y AS ABSOLUTE VALUE OF y1 ratio=max(max(y)); PHI,y); %learn about [X,Y,Z]=sph2cart(THETA, sph2cart command mesh(X,Y,Z); % also learn mesh command title('3 D Pattern', 'Color', 'b', 'FontName','Helvetica', 'FontSize', 12, Font fprintf("\n Input Parameters: \n----------- -)); fprintf("\n Theta =%2.of,tmin); fprintf(': %2.of,tinc); fprintf(: %2.of, tmax); fprintf("\n Phi=%2.0f,pmin); fprintf('%2.of,pinc); fprintf(': %2.of,pmax); fprintf("\n FIELD PATTERN: %s',v) fprintf("\n \n Output is shown in the figure below-------- fprintf("\n'); after running give the following parameters: The Lower Range of Theta in Degree= o The Upper Range of Theta in Degree= 360 The Lower Range of Phi in Degree o The Lower Range of Phi in Degree- o The Upper Range of Phi in Degree= 360 The field pattern: E(THETA,PHI)=1 The field pattern: P(THETA,PHI)=1 The Output should look like this: Input Parameters: Theta = 0 : 2:360 Phi = 0 : 4 : 360 FIELD PATTERN : 1 Output is shown in the figure below-- 3D Pattern 0.5 0 -0.5 0.5 -0.5 -1 -0.5 O 0.5 The Part of the MATLAB code is here: (ADD and REMOVE) clc; close all; clear all; WRITE INPUT COMMAND SUCH THAT AFTER RUNNING THE PROGRAM, THE MATLAB ASKS YOU "The lower bound of theta in degree=' and assign it as tmin WRITE INPUT COMMAND SUCH THAT AFTER RUNNING THE PROGRAM, THE MATLAB ASKS YOU "The upper bound of theta in degree=' and assign it as tmax WRITE INPUT COMMAND SUCH THAT AFTER RUNNING THE PROGRAM, THE MATLAB ASKS YOU "The lower bound of phi in degree=' and assign it as pmin WRITE INPUT COMMAND SUCH THAT AFTER RUNNING THE PROGRAM, THE MATLAB ASKS YOU "The upper bound of phi in degree=' and assign it as pmax ASSIGN tinc, pine and rad as 2, 4, and pi/180 respectively in three lines. theta1=(tmin:tine:tmax); phil (pmin:pinc:pmax); theta=theta1.*rad; theta=theta1.*rad; phi-phil.*rad; USE meshgrid command such that [THETA, PHI] is meshgrid of (theta, phi); y1=input("The field pattern: E(THETA,PHI)='); v=input('The field pattern: P(THETA,PHI)=','s'); NOW ASSIGN Y AS ABSOLUTE VALUE OF y1 ratio=max(max(y)); PHI,y); %learn about [X,Y,Z]=sph2cart(THETA, sph2cart command mesh(X,Y,Z); % also learn mesh command title('3 D Pattern', 'Color', 'b', 'FontName','Helvetica','FontSize', 12, Font fprintf("\n Input Parameters: \n----------- -)); fprintf("\n Theta =%2.of,tmin); fprintf(': %2.of,tinc); fprintf(': %2.of, tmax); fprintf("\n Phi=%2.0f,pmin); fprintf('%2.of,pinc); fprintf(: %2.of,pmax); fprintf("\n FIELD PATTERN: %s',v) fprintf('\n \n Output is shown in the figure below-------- fprintf("\n'); after running give the following parameters: The Lower Range of Theta in Degree= o The Upper Range of Theta in Degree= 360 The Lower Range of Phi in Degree o The Lower Range of Phi in Degree o The Upper Range of Phi in Degree= 360 The field pattern: E(THETA,PHI)=1 The field pattern: P(THETA,PHI)=1 The Output should look like this: Input Parameters: Theta = 0 : 2:360 Phi = 0 4 : 360 FIELD PATTERN : 1 Output is shown in the figure below-- 3D Pattern 0.5 0 -0.5 0.5 -0.5 -1 -0.5 O 0.5 The Part of the MATLAB code is here: (ADD and REMOVE) clc; close all; clear all; WRITE INPUT COMMAND SUCH THAT AFTER RUNNING THE PROGRAM, THE MATLAB ASKS YOU "The lower bound of theta in degree=' and assign it as tmin WRITE INPUT COMMAND SUCH THAT AFTER RUNNING THE PROGRAM, THE MATLAB ASKS YOU "The upper bound of theta in degree=' and assign it as tmax WRITE INPUT COMMAND SUCH THAT AFTER RUNNING THE PROGRAM, THE MATLAB ASKS YOU "The lower bound of phi in degree=' and assign it as pmin WRITE INPUT COMMAND SUCH THAT AFTER RUNNING THE PROGRAM, THE MATLAB ASKS YOU "The upper bound of phi in degree=' and assign it as pmax ASSIGN tinc, pinc and rad as 2, 4, and pi/180 respectively in three lines. theta1=(tmin:tine:tmax); phil (pmin:pinc:pmax); theta=theta1.*rad; theta-thetai.*rad; phi-phii. *rad; USE meshgrid command such that [THETA, PHI] is meshgrid of (theta,phi); yı-input('The field pattern: E(THETA, PHI)='); v=input('The field pattern: P(THETA,PHI)=','s'); NOW ASSIGN Y AS ABSOLUTE VALUE OF y1 ratio=max(max(y)); PHI,y); %learn about [X,Y,Z]=sph2cart(THETA, sph2cart command mesh(X,Y,Z); % also learn mesh command title('3 D Pattern', 'Color', 'b', 'FontName','Helvetica', 'FontSize', 12, Font fprintf("\n Input Parameters: \n----------- -)); fprintf("\n Theta =%2.of,tmin); fprintf(': %2.of,tinc); fprintf(: %2.of, tmax); fprintf("\n Phi=%2.0f,pmin); fprintf('%2.of,pinc); fprintf(': %2.of,pmax); fprintf("\n FIELD PATTERN: %s',v) fprintf("\n \n Output is shown in the figure below-------- fprintf("\n'); after running give the following parameters: The Lower Range of Theta in Degree= o The Upper Range of Theta in Degree= 360 The Lower Range of Phi in Degree o The Lower Range of Phi in Degree- o The Upper Range of Phi in Degree= 360 The field pattern: E(THETA,PHI)=1 The field pattern: P(THETA,PHI)=1 The Output should look like this: Input Parameters: Theta = 0 : 2:360 Phi = 0 : 4 : 360 FIELD PATTERN : 1 Output is shown in the figure below-- 3D Pattern 0.5 0 -0.5 0.5 -0.5 -1 -0.5 O 0.5

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The images youve provided describe a series of instructions for writing MATLAB code to generate a 3D plot The instructions provide details on how to s... View the full answer