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Remainder Resolution from Multiple (Posted on 2016-08-04) Difficulty: 3 of 5
When a number Y is divided by X - it leaves a remainder of 11.
When Y is divided by 8X , the remainder is 92.

What is the remainder when Y is divided by 4X ?

No Solution Yet Submitted by K Sengupta    
Rating: 4.0000 (1 votes)

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Solution computer solution | Comment 3 of 5 |
  y      x       answer
308 27    92
524 27    92
740 27    92
740 81    92
956 27    92
1172 27    92
1388 27    92
1388 81    92
1604 27    92
1820 27    92
2036 27    92
2036 81    92
2252 27    92
2468 27    92
2684 27    92
2684 81    92
2900 27    92
3116 27    92
3332 27    92
3332 81    92
3548 27    92
3764 27    92
3980 27    92
3980 81    92
4196 27    92
4412 27    92
4628 27    92
4628 81    92
4844 27    92
5060 27    92
5276 27    92
5276 81    92
5492 27    92
5708 27    92
5924 27    92
5924 81    92
6140 27    92
6356 27    92
6572 27    92
6572 81    92
6788 27    92
7004 27    92
7220 27    92
7220 81    92
7436 27    92
7652 27    92
7868 27    92
7868 81    92
8084 27    92
8300 27    92
8516 27    92
8516 81    92
8732 27    92
8948 27    92
9164 27    92
9164 81    92
9380 27    92
9596 27    92
9812 27    92
9812 81    92

. . .

DefDbl A-Z
Dim crlf$


Private Sub Form_Load()
 Form1.Visible = True
 
 
 Text1.Text = ""
 crlf = Chr$(13) + Chr$(10)
 
 For y = 93 To 10000
   For x = 2 To y / 8
    DoEvents
     If y Mod x = 11 And y Mod (8 * x) = 92 Then
        Text1.Text = Text1.Text & y & Str(x) & "    " & y Mod (4 * x) & crlf
     End If
   Next
 Next
 
 Text1.Text = Text1.Text & crlf & " done"
  
End Sub


  Posted by Charlie on 2016-08-04 10:43:25
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