Pandigital Number Checker

Uses every digit 0–9

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About Pandigital Number Checker

A pandigital number checker testing if a number uses every digit from 0-9 (or 1-9) at least once. Checks zeroless pandigital, strictly pandigital (each digit exactly once), and shows digit frequency. Client-side.

Pandigital Number Checker Features

  • Pandigital check
  • Digit frequency
  • Zeroless
  • Strictly pandigital
  • Pandigital primes
Pandigital number: contains all digits 0-9 at least once. Smallest: 1023456789. Zeroless pandigital: uses 1-9. Strictly pandigital: each digit exactly once. The largest pandigital prime is 7652413 (zeroless, 7 digits — no 8 or 9-digit pandigital is prime).

How to Use

Enter number:

  • Pandigital?: All digits present?
  • Type: Full/zeroless/strict
  • Frequency: Digit count map

Pandigital Primes

No 10-digit pandigital number (0-9) is prime! Their digit sum = 0+1+...+9 = 45, divisible by 9. Similarly 1+2+...+9 = 45, so no 9-digit zeroless pandigital is prime. The largest is the 7-digit 7652413.

Types

  • Full pandigital: uses 0-9
  • Zeroless: uses 1-9 only
  • Strictly: each digit exactly once
  • n-pandigital: uses 1..n

Step-by-Step Instructions

  1. 1Enter number.
  2. 2Check pandigital.
  3. 3View digit frequency.
  4. 4Classify type.
  5. 5Check primality.

Pandigital Number Checker — Frequently Asked Questions

Why can't a full pandigital number be prime?+

The digit sum 0+1+2+...+9 = 45, divisible by 9, so any pandigital number using all 10 digits is divisible by 9 (and 3). Same for zeroless 9-digit pandigitals. The largest zeroless pandigital prime uses only 7 of the 9 digits.

What is the smallest pandigital number?+

Full (0-9): 1023456789 (10 digits). Zeroless (1-9): 123456789 (9 digits). Strictly pandigital uses each digit exactly once. If allowing duplicates, even 10234567890 counts.

Are pandigital numbers useful?+

In competitive programming and Project Euler problems! They appear in combinatorial puzzles, multiplicative identity problems (like 39 × 186 = 7254, using 1-9 once each), and recreational mathematics. They test digit manipulation algorithms.

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