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List of primes numbers from 1000 to 2000

Prime Numbers Between Calculator

Enter an Interval:
   
Ex.: 1 to 100, etc.

Answer

There are 135 prime numbers between 1000 and 2000.

They are:

1009101310191021103110331039104910511061
1063106910871091109310971103110911171123
1129115111531163117111811187119312011213
1217122312291231123712491259127712791283
1289129112971301130313071319132113271361
1367137313811399140914231427142914331439
1447145114531459147114811483148714891493
1499151115231531154315491553155915671571
1579158315971601160716091613161916211627
1637165716631667166916931697169917091721
1723173317411747175317591777178317871789
1801181118231831184718611867187118731877
1879188919011907191319311933194919511973
19791987199319971999

There are 26 tween primes between 1000 and 2000.

The folowing are the sets of tween primes between 1000 and 2000:

(1019,1021); (1031,1033); (1049,1051); (1061,1063); (1091,1093); (1151,1153); (1229,1231); (1277,1279); (1289,1291); (1301,1303); (1319,1321); (1427,1429); (1451,1453); (1481,1483); (1487,1489); (1607,1609); (1619,1621); (1667,1669); (1697,1699); (1721,1723); (1787,1789); (1871,1873); (1877,1879); (1931,1933); (1949,1951); (1997,1999);

The sum of prime numbers between 1000 and 2000 is 2.0092 × 105.

The average of prime numbers between 1000 and 2000 is 1488.3.

Note: this calculator also includes the starting and the ending number, which form the interval, if they are primes.

You can use this calculator to get the list of prime numbers from 1000 to 2000 or between any two specified numbers, including them.

What is a prime number?

A prime number is a number which is only divisible by and itself.

Among mathematicians, 1 is universally regarded as non-prime.

Zero has an infinite number of factors; thus not prime or composite.

Definition of tween primes or what are tween primes?

For a pair of primes to be Twins, they must obey the following rule.

If i and j are twin primes, then both i and j must be individually primes and also should differ by 2, i.e. (i−j) = 2 or (j−i) = 2

Examples of tween primes sets (pairs):

(1019,1021); (1031,1033); (1049,1051); (1061,1063); (1091,1093); (1151,1153); (1229,1231); (1277,1279); (1289,1291); (1301,1303); (1319,1321); (1427,1429); (1451,1453); (1481,1483); (1487,1489); (1607,1609); (1619,1621); (1667,1669); (1697,1699); (1721,1723); (1787,1789); (1871,1873); (1877,1879); (1931,1933); (1949,1951); (1997,1999);

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