An intelligence agency decides on a code of 2 digits selected from 0,1,2....,9. But the slip on which the code is hand written allows confusion between top and bottom, because these are indistinguishable. Thus, for eg., the code 91 could be confused with 16. How many codes are there such that there is no possibility of any confusion?
A multplication is given below where each letter stands for a single digit number and no two no are represented by same letter.... W H Y x N U T -------------------- O O N P O Y P Y - O U H A - - ------------------ O N E P O P
1:-WHICH OF THESE IS NOT DIVISIBLE BY 2:-All of these digit appears once in the multiplication above except?
3:-wHICH OF THESE CAN BE SIDE OF TRIANGLE?
IF ANYONE KNOW HOW TO SOLVE THIS PUZZLE PLZ EXPLAIN IT PROPERLY?
plz discuss...dnt know the OA..
found it somewhere W=2 H=3 Y=4 N=7 U=6 T=5 O=1 P=0 A=8 E=9