Other properties of the number 883: The number 883 can be represented as: 883=9^2+19^2+21^2 883=8^2+11^2+13^2+23^2 883=1^3+3^3+7^3+8^3 883=1^4+1^4+4^4+5^4 Can be represented as a Pythagorean triple: 883^2+389844^2=389845^2 Is sum of three consecutive primes: 883=283+293+307 It can also be represented as quadratic forms: 883=1^2+2*21^2 883=4^2+3*17^2 883=6^2+7*11^2 883=35^2-38*3^2 883=37^2-6*9^2 883=44^2-13*9^2 The number 883 is a prime of the form 4k +3: 883=4*220+3 I could not be expressed as the sum of two squares Rafael Parra Machio

A number is divisible by 883 if a) The sum of the scores over 265 times the units is 883 or 883k. b) The difference between the tens and units is 618 times 0, 883 or 883k For instance: 101*883=89183 8918+3*265=9713=11*883 8918-3*618=7064=2^3*883 Rafael Parra Machio

## 2 comments:

Other properties of the number 883:

The number 883 can be represented as:

883=9^2+19^2+21^2

883=8^2+11^2+13^2+23^2

883=1^3+3^3+7^3+8^3

883=1^4+1^4+4^4+5^4

Can be represented as a Pythagorean triple:

883^2+389844^2=389845^2

Is sum of three consecutive primes:

883=283+293+307

It can also be represented as quadratic forms:

883=1^2+2*21^2

883=4^2+3*17^2

883=6^2+7*11^2

883=35^2-38*3^2

883=37^2-6*9^2

883=44^2-13*9^2

The number 883 is a prime of the form 4k +3:

883=4*220+3 I could not be expressed as the sum of two squares

Rafael Parra Machio

A number is divisible by 883 if

a) The sum of the scores over 265 times the units is 883 or 883k.

b) The difference between the tens and units is 618 times 0, 883 or 883k

For instance: 101*883=89183

8918+3*265=9713=11*883

8918-3*618=7064=2^3*883

Rafael Parra Machio

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