Let us say I have a row vector with "n" number of rows.
e.g. [0 27 29 45 66]';
How can I write a command using a FOR loop, that adds the first element with the second element, then the second element with the third element and so on until it gets to the "n" number of rows.
And in the end adding up all those answers.
So like: (0+27)+(27+29)+(29+45)... and so on.
I'm only a beginner in MatLab and spent hours trying to figure this out. Hope you guys can help. Thanks for the help in advance. :D

 Respuesta aceptada

Andrei Bobrov
Andrei Bobrov el 12 de Dic. de 2011

0 votos

aout = 0;
for i1 = 1:numel(a)-1;
aout = aout + a(i1) + a(i1+1);
end
without loop for..end
n = numel(a)
aout = sum(a(1:n-1)+a(2:n))

3 comentarios

Walter Roberson
Walter Roberson el 12 de Dic. de 2011
sum(a(1:n-1)+a(2:n)) can also be expressed as
a(1) + 2*sum(a(2:n-1)) + a(n)
Mayu
Mayu el 12 de Dic. de 2011
Is there a command to just display the last cumulative element.
when i try to display the "aout" it always comes out as the cumulative frequency throughout the whole array.
Sean de Wolski
Sean de Wolski el 12 de Dic. de 2011
aout(end)

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Más respuestas (2)

Shouvik Das
Shouvik Das el 12 de Dic. de 2011

0 votos

Considering you need to store each intermediate output in another array. Let input array with n rows be inputArray
outputArray=[];
for i=1:length(inputArray)-1
outputArray(i)=inputArray(i) + inputArray(i+1);
end
Hope this helps.
Regards Shouvik

1 comentario

Mayu
Mayu el 12 de Dic. de 2011
Thanks, works wonderfully :D

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Anurag Pratap Singh
Anurag Pratap Singh el 25 de Jun. de 2020
Editada: DGM el 4 de Mzo. de 2023

0 votos

Hi Mayu
You could use an extra array for storing every output let say addArr array and then add each elements of the addArr.
addArr = [];
for i = 1:length(inputArr)
addArr(i) = inputArr(i)+inputArr(i+1);
end
Then add each element of addArr
result = 0;
for i = 1:length(addArr)
result = result+addArr(i);
end
The result variable has the cummulative sum of all the elements in input array.
Thank you

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Preguntada:

el 12 de Dic. de 2011

Editada:

DGM
el 4 de Mzo. de 2023

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