Re: AGAIN Nested while loop!!!

• To: mathgroup at smc.vnet.net
• Subject: [mg71638] Re: AGAIN Nested while loop!!!
• From: "Ray Koopman" <koopman at sfu.ca>
• Date: Sat, 25 Nov 2006 05:37:19 -0500 (EST)
• References: <ek63rd\$907\$1@smc.vnet.net>

```mumat wrote:
> I have a list of numbers
>
> lst = Table[Random[Integer, {i, 50}], {i, 6}]
>
> I want to write a program that if There are two numbers x, y in A where
>
>
> Mod[x^2+y^2, 5]==0  reuturn False and the pair {x,y}, otherwise True!
>
>
> For[i = 0, i < 6, For[j = i, j < 6,
>   If[Mod[lst[[i]]^2 + lst[[j]]^2, 3] == 0,
> Return[False,{i,j}]];Break[], j++], i++]
>
> While loop and nested while loops accept only one counter "i".
>
> i=1;j=2;
>
> While[i<6 && While[j<6 &&
> Mod[lst[[i]]^2+lst[[j]]^2,7]=!=0,j++];i++];{i,j}
>
> {2,6}
>
>
> Would be great if you could help me with this!!
>
>
> Regards,
>

In[1]:= lst = Table[Random[Integer, {i, 50}], {i, 6}]

Out[1]= {23,33,14,39,44,30}

In[2]:= If[#==={}, True, Prepend[#,False]]& @
Select[Subsets[lst,{2}], Mod[#.#,5]==0&, 1]

Out[2]= {False,{23,14}}

```

• Prev by Date: Re: List of user-defined derivatives
• Next by Date: Re: Special decomposition of a rectangular matrix
• Previous by thread: AGAIN Nested while loop!!!
• Next by thread: Re: AGAIN Nested while loop!!!