Some basic MATLAB questions
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Okay, so I'm just starting to use MATLAB for engineering assignments. The assignment from my instructor requires us to write a loop using if, else if and else commands. Thats not what I have trouble with, but I need some assistance to come up with a way to take a number and assign it a letter grade based on the number. So the grading scale is like this:
0-59 - F 60-69 - D 70-79 - C 80-89 - B 90-100 - A
So I know I will start the first condition with if, but could someone do an example to show me how it is supposed to be set up? Please DO NOT do the whole thing, as I want to learn it on my own, but sometimes we need a bit of assistance.
Thank you
EDIT: Thanks to Matt for the first Question.
1 Comment
Naftali
on 18 Feb 2013
Edited: Walter Roberson
on 18 Feb 2013
% n - input numbers in array
% g - output grades
grades = 'FDCBA' ;
k = min(max(floor(0.1*(n-50)+1,1),5) ;
g = grades(k) ;
Accepted Answer
More Answers (8)
Matt Tearle
on 11 Sep 2012
Thank you for your asking such a great question! Matt has basically given you all the info you need for this assignment, but, in the spirit of Sean's "not what you were asked, but some cool stuff you should know about MATLAB"...
x = randi(100,20,1) % Make some grades
y = char(70*ones(size(x))); % Everyone gets an F!
y(x>59) = 'D' % Upgrade the Ds (and better)
y(x>69) = 'C' % Upgrade the Cs
y(x>79) = 'B' % The Bs
y(x>89) = 'A' % And finally the As
Or (requires Stats TB, which you should have as a student)
y = ordinal(x,{'F','D','C','B','A'},[],[0,60:10:100])
hist(y) % See the grades
pie(hist(y)) % Grade distribution
mean(x(y>='C')) % The average score of those who got a C or better
1 Comment
Sean de Wolski
on 11 Sep 2012
+1: ordinal can behave like histc(). Learn something every day
As per requested:
% x is the numerical unknown grade
G = char(interp1([-inf,59,60,69,70,79,80,89,90,inf],['FFDDCCBBAA'],x,'n'))
or, for 2012+ versions:
G = char(interp1([-realmax,59,60,69,70,79,80,89,90,realmax],double(['FFDDCCBBAA']),x,'n'))
Another one-liner (short!):
% x is the unknown numerical grade.
G = char(65+sum(x<.5+[59 59:10:89]));
As it stands it only works for scalar x. BSXFUN would cure that if it was needed, like so.
G = char(65+sum(bsxfun(@lt,x,.5+[59 59:10:89].')));
Sean de Wolski
on 11 Sep 2012
Edited: Sean de Wolski
on 11 Sep 2012
I know this is not the purpose of your assignment, but here is a cool way to do it. The logic should be easily transmittable to if/else/etc instead of histc()
letters = 'FDCBA';
grade = 87
[~,idx] = histc(grade,[0 59:10:89 100+eps(100)]);
letters(idx)
5 Comments
I like this one too!
char(interp1([-inf,59,60,69,70,79,80,89,90,inf],['FFDDCCBBAA'],87,'n'))
Sean de Wolski
on 11 Sep 2012
I like it! Interestingly though, this no longer works in 12a.
Hump-day challenger tomorrow?
What is the error message in R2012a? But this does still work, I hope:
char(interp1([-inf,59,60,69,70,79,80,89,90,inf], double('FFDDCCBBAA'), 87, 'n'))
Please, Matt Fig, post your one-lines as an answer.
Sean de Wolski
on 11 Sep 2012
Inf and Nan are non supported. Converting them to reasonable values, strings are not supported.
Matt Fig
on 11 Sep 2012
Now why would support for inf be dropped? TMW does some strange stuff from time to time. (strmatch, findstr, etc...)
Jan
on 11 Sep 2012
index = max(1, ceil(-4.9:0.1:5.1));
pool = 'FDCBAA';
Grade = pool(index(x + 1));
Yash Meshram
on 24 Oct 2019
i = input('Marks of the student: ');
if 0<=i && i<=59
fprintf('F grade\n');
end
if 60<=i && i<=69
fprintf('D grade\n');
end
if 70<=i && i<=79
fprintf('C grade\n');
end
if 80<=i && i<=89
fprintf('B grade\n');
end
if 90<=i && i<=100
fprintf('A grade\n');
end
hassan saher
on 24 Dec 2020
0 votes
Use help command to get help about rand function.
Vivek Sharma
on 8 Jun 2021
0 votes
Please help me with the MATLAB code for the following problem. PDF is attached herewith.
Thank you.
1 Comment
clc;
clear;
% Constants
c = 13.03;
p = 19.93;
% Initial temperatures
T1 = 576;
T2 = 439;
% Number of impacts
m = 5;
% Initialize variables
T = (T1 + T2) / 2;
E = zeros(m, 1);
% Perform m impacts
for i = 1:m
E(i) = (c * p * T) / 23.5;
T = (T1 + T) / 2;
end
% Display the values of E for each impact
disp('Values of E for each impact:');
disp(E);
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