Zero-less Pandigital Products: Prime 234 by Oyler
Posted by Listen With Others on 20 Jun 2008
In a first for Listen With Others, the following is a puzzle by Oyler that was sent to all solvers who submitted feedback with their solution to the puzzle.
Many thanks to Oyler for allowing this to be published here, and I hope that people have as much fun solving it as I did. If anybody has any feedback on this puzzle, then I will happily pass it on to Oyler, or it can be posted as comments at the bottom of this posting.
Chris
Zero-less Pandigital Products : Prime 234
By Oyler
In the clues P, Q and R are a two digit, three digit and four digit number respectively that between them contain all of the digits from 1 to 9 with P prime such that PQR = X_Y_Z where X_Y_Z is a nine digit number split into three groups of three digits that again contains all of the digits from 1 to 9. For example 29 x 871 x 5364 = 135,489,276. Across entries are in capitals and X¢ denotes the reverse of X. All the entries are different, the normal rules of algebra apply and there are no zeros in the grid.
Clues
|
P |
Q |
R |
X |
Y |
Z |
|
|
|
|
|
|
|
|
A |
dp |
9A2 |
2q |
f |
cd |
|
K + g |
G |
4Cm |
4D |
ad |
8D |
|
K + j |
G¢ |
p¢q – F – N – P |
N |
6h |
9C |
|
M¢ |
F2 |
FHc |
J |
6B |
4b |
|
q¢ |
FH |
7 ( k – n ) |
E¢ |
ce + c |
A¢H |
Listen With Others 
Leave a Reply