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This is the third time I post this question !!! PLEASE RUN THE CODE BEFORE YOU SUBMIT THE SOLUTION. ( MATLAB )
Create an anonymous function cube that cubes the value(s) from any scalar, column matrix, or row matrix entered into it. Hint: Use element-by-element array operations. 3. Given a radius r, the area of a circle is given as A Tr2 (1) Similarly, the volume of a sphere is given as (2) Tr Declare r as a global variable in your main code. In a function, calculate the area of the circle and the volume of the sphere with the given radius r, returning these values to the main code. Your function should have no inputs and two outputs. You should neglect units for this problem, and use the value r 5.
Expert Answer
(volumeSphere.m). What you have to do is ceate 3 files and apprpriate codes (given below ) to respective files.
THIS CODE IS PERFECTLY RUNNING. OUTPUT IS ALSO GIVEN. PLease put propercode in proper file
ANY OTHER SUGGESTION IS WELCOME
——————————————————————————————————————————-
%YOUR CODE STARTS FROM HERE
% Main script file mainscript.m
%COPY FOLLOWING Coodes (upto END OF MAINSCRIPT) into mainscript.m file
% ———————————————————–
clc;
global r
r=5;
cube=@(x) x.^3;
%% row matrix
rowMat=[1,2,3,4]
% Column matrix
colMat=[1;2;3;4]
% Cube of row matrix
cubeofRowMat=cube(rowMat)
%Cube of row matrix
cubeofColMat=cube(colMat)
%% Call to compute area of circle
AreaofCircle=areaCircle()
%% Call to compute volume of shpere
VolumeofSphere=volumeSphere()
%—– END OF MAINSCRIPT———————————————–
% Create a function file areaCircle.m and Copy Following codes (UPTO END OF area_cilcle ) into this file
% Function File name : areaCircle.m
%————————————————————–
function A = areaCircle()
%areaCircle return the area
% of a circle with given global radius r
global r;
A=pi*r*r;
end
%——————– END OF areaCircle ————————————–
% Create a function file volumeSphere.m and Copy Following codes (UPTO END OF volumeSphere ) into this file
% Function File name : volumeSphere.m
%————————————————————–
function V =volumeSphere()
%volumeSphere return the volume
% of a sphere with given global radius r
global r;
V=pi*r*r*r*4/3;
end
% ———–END OF volumeSphere ———————————————-
%output below
