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Piny the Elder (Posted on 2004-04-24) Difficulty: 3 of 5
Piny the Elder was often asked what his favorite number was. He would often settle the disputes by saying this:
  PINY
+  THE
 ELDER
"My favorite number is PINY in the above equation." (Every letter is consistent throughout, and no number is represented by more than one letter.)

One day when he said this, a listener said, "My favorite number is 1537, a number such that its first two digits add up to an even number, and also such that each of the two middle numbers is between the first and last numbers. How many of these two conditions does your number meet?"

Upon hearing the answer to this, the follower knew what Piny the Elder's favorite number was. What was it?

See The Solution Submitted by Gamer    
Rating: 2.7143 (7 votes)

Comments: ( Back to comment list | You must be logged in to post comments.)
Puzzle Thoughts Comment 8 of 8 |
9842 + 671 = 10513
9642 + 871 = 10513
9872 + 641 = 10513
9672 + 841 = 10513
9735 + 481 = 10216
9435 + 781 = 10216
9845 + 371 = 10216
9345 + 871 = 10216
9875 + 341 = 10216
9375 + 841 = 10216
9785 + 431 = 10216
9485 + 731 = 10216

Only 9785+431=10216 meets the conditions, as:
9+7 =16, which is an even number and,
7 and 8 are between 5 and 9.

Therefore, PINY = 9785 is the required favorite number,

Edited on March 16, 2023, 1:22 am

Edited on March 16, 2023, 1:24 am

Edited on February 16, 2024, 3:00 am
  Posted by K Sengupta on 2023-03-16 01:19:19

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