Some basic MATLAB questions

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JACK
JACK le 14 Juin 2022
Commenté : Rena Berman le 19 Juil 2022
Given a vector u of dimension 20x1 consisting of random variables from a uniform-
distribution (distributed on [0,1]).
Instructions:
- Create a code in MATLAB,
- that creates the vector u,
- which contains both 'for loops' and 'if loops',
- and specifies for all values in the vector u in which quarter the number lies.
I managed to create the vector and split it into the quarters. I dont get how to implant the for and if loops.
Can someone help me out ? :((
  4 commentaires
Sam Chak
Sam Chak le 14 Juin 2022
Hey @JACK, if YES exactly, please edit your question for clarity so that you get meaningful Answers.
Rena Berman
Rena Berman le 19 Juil 2022
(Answers Dev) Restored edit

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Réponses (3)

KALYAN ACHARJYA
KALYAN ACHARJYA le 14 Juin 2022
Hint: rand
https://in.mathworks.com/help/matlab/ref/rand.html
  3 commentaires
Steven Lord
Steven Lord le 14 Juin 2022
There's no such thing as an "if loop", but as for a for loop how would you solve the problem if the quantile function only accepted a scalar (one number, not a vector) as its first input?
Once you've written that code, replace the call to the quantile function with an if / elseif / else / end block.
% Save this as countVonCount.m :)
x = 3;
if x == 1
disp("One!")
elseif x == 2
disp("Two!")
elseif x == 3
disp("Three!")
else
disp("Ah ah ah!")
end
Three!
KALYAN ACHARJYA
KALYAN ACHARJYA le 14 Juin 2022
@JACK Are you wish to write your own code for quantile function using for loop or if ..any whatever?

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Torsten
Torsten le 14 Juin 2022
n = 20;
r = zeros(n,1)
for i=1:n
r(i) = rand;
if r(i) < 0.25
quarter(i) = ...
elseif r(i) >=0.25 && r(i) < 0.5
...
elseif
...
else
...
end
end
Can you take it from here ?
  7 commentaires
JACK
JACK le 14 Juin 2022
n = 20;
r = zeros(n,1)
for i=1:n
r(i) = rand;
if r(i) < 0.25
quarter(i) = ...
elseif r(i) >=0.25 && r(i) < 0.5
elseif
r(i) >=0.5 && r(i) < 0.75
else
r(i) >=0.75 && r(i) < 1
end
end
Sam Chak
Sam Chak le 14 Juin 2022
@JACK, You don't have to follow exactly. Basically, you create four quarter groups and if the r(i) number satisfies one out of the 4 conditional statements, then that number will be dumped into that group.

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Walter Roberson
Walter Roberson le 14 Juin 2022
hint: floor(n*4)
But be careful with the exact boundaries that are multiples of 1/4. For each of those exact values you should write down which bin you want to result, and test your code to make sure it gives those results.
0, ¼, ½, ¾, 1 is five boundaries not 4, and you need to design with that in mind.

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