Please Help! Can anyone explain how to do this?

C Each number on a phone corresponds to three alphabetic characters. Write a code that prints all possible words formed (regardless of whether or not they make sense) from any 7-digit telephone number.

10 Comments

Start by reading this, which gives a lot of help on how to solve the problem you have. Then come back here.
n=input('Input a 7 digit number')
AB={ 'a b c d e f g h i j k l m n o p q r s t u v w x y z'};
for i=1:n;
f= (i)*char(AB)/3;
end
disp(f)
this is what i have so far, I am not sure how to make 3 letter words appear for a 7 any digit phone number.
On my phone, ‘7’ has ‘PQRS’ while all the others (from 1-9) have 3 letters each. I would create a cell array of the letter groups, each referenced by a single digit from 1-9, create the 7-digit phone numbers, and go from there.
It would be helpful if ‘word’ was defined a bit more precisely by the maximum number of letters, especially if they don’t all have to make sense. Otherwise you could get everything from ‘a’ to ‘supercalifragilisticexpialidocious’
Guillaume
Guillaume on 29 Apr 2015
Edited: Guillaume on 29 Apr 2015
@star, it does say from a 7-digit telephone number

I am amazed that the word actually have a meaning, or should i say i am supercalifragilisticexpialidocious

i am totally clueless
@Tony — That makes two of us!
@Guillaume — Therein lies the problem.
If I’m reading the problem correctly, a 7-digit telephone number would have a total of 21 (or 22) letters, not necessarily unique since numbers can repeat.
So to me there are two possibilities:
  1. do we map from 7 letters that can encode a 7-digit telephone number, or
  2. from a 7-digit telephone number that can produce 21 or 22 letters?
It’s not clear to me from the question.
To me, it is fairly clear. You enter a 7-digit phone number, which would lead to (3^7) possible 7-letter "words" if there were exactly 3 characters per key.
@Cyclist: Seems fairly clear to me also. Groupings on my phone would be something like this:
LETTERS = {'','','ABC','DEF','GHI','JKL','MNO','PQRS','TUV','WXYZ'}
with a digit "k" corresponding to LETTERS{k+1}
Fair enough. It was the ‘7-letter words’ I wasn’t picking up on.

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on 29 Apr 2015

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on 20 Aug 2021

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