3,163 is a prime number between 3,001 and 4,000 . 3,163 has 2 factors, 1 and 3,163. It is the 447th prime number, and the 17th prime number between 3,001 and 4,000.
Proofs
— 3,163 can be divided by 1
— 3,163 cannot be divided by 2-3,162
— 3,163 can be divided by 3,163
Relationship with other odd numbers
The numbers before
The previous prime number is 3,137 , 26 numbers away.
3,139 is a product of 43 and 73.
3,143 is divisible by 7.
3,149 is a product of 47 and 67.
3,151 is divisible by 23.
3,157 is divisible by 7, 11, and 41.
3,161 is divisible by 61.
The numbers after
The next prime number is 3,167 , 4 numbers away.
Therefore, 3,163 and 3,167 are cousin primes.
The next prime number after 3,167 is 3,169 .
3,163 and 3,169 are 6 numbers apart. Therefore, they are sexy primes.
3,001-3,500
3,001-3,050
3,001 • 3,011 • 3,019 • 3,023 • 3,037 • 3,041 • 3,049
3,051-3,100
3,061 • 3,067 • 3,079 • 3,083 • 3,089
3,101-3,150
3,109 • 3,119 • 3,121 • 3,137
3,151-3,200
3,163 • 3,167 • 3,169 • 3,181 • 3,187 • 3,191
3,201-3,250
3,203 • 3,209 • 3,217 • 3,221 • 3,229
3,251-3,300
3,251 • 3,253 • 3,257 • 3,259 • 3,271 • 3,299
3,301-3,350
3,301 • 3,307 • 3,313 • 3,319 • 3,323 • 3,329 • 3,331 • 3,343 • 3,347
3,351-3,400
3,359 • 3,361 • 3,371 • 3,373 • 3,389 • 3,391
3,401-3,450
3,407 • 3,413 • 3,433 • 3,449
3,451-3,500
3,457 • 3,461 • 3,463 • 3,467 • 3,469 • 3,491 • 3,499
3,501-4,000
3,501-3,550
3,511 • 3,517 • 3,527 • 3,529 • 3,533 • 3,539 • 3,541 • 3,547
3,551-3,600
3,557 • 3,559 • 3,571 • 3,581 • 3,583 • 3,593
3,601-3,650
3,607 • 3,613 • 3,617 • 3,623 • 3,631 • 3,637 • 3,643
3,651-3,700
3,659 • 3,671 • 3,673 • 3,677 • 3,691 • 3,697
3,701-3,750
3,701 • 3,709 • 3,719 • 3,727 • 3,733 • 3,739
3,751-3,800
3,761 • 3,767 • 3,769 • 3,779 • 3,793 • 3,797
3,801-3,850
3,803 • 3,821 • 3,823 • 3,833 • 3,847
3,851-3,900
3,851 • 3,853 • 3,863 • 3,867 • 3,877 • 3,881 • 3,889
3,901-3,950
3,907 • 3,911 • 3,917 • 3,919 • 3,923 • 3,929 • 3,931 • 3,943 • 3,947
3,951-4,000
3,967 • 3,989
4,001-4,500
4,001-4,050
4,001 • 4,003 • 4,007 • 4,013 • 4,019 • 4,021 • 4,027 • 4,049
4,051-4,100
4,051 • 4,057 • 4,073 • 4,077 • 4,079 • 4,091 • 4,093 • 4,099
4,101-4,150
4,111 • 4,127 • 4,129 • 4,133 • 4,139
4,151-4,200
4,153 • 4,157 • 4,159 • 4,177
4,201-4,250
4,201 • 4,211 • 4,217 • 4,219 • 4,227 • 4,231 • 4,241 • 4,243
4,251-4,300
4,253 • 4,257 • 4,259 • 4,261 • 4,271 • 4,273 • 4,283 • 4,287 • 4,297
4,301-4,350
4,327 • 4,337 • 4,339 • 4,349
4,351-4,400
4,357 • 4,363 • 4,373 • 4,391 • 4,397
4,401-4,450
4,409 • 4,421 • 4,423 • 4,441 • 4,447
4,451-4,500
4,451 • 4,457 • 4,463 • 4,481 • 4,483 • 4,493
4,501-5,000
4,501-4,550
4,507 • 4,513 • 4,517 • 4,519 • 4,523 • 4,547 • 4,549
4,551-4,600
4,561 • 4,567 • 4,583 • 4,591 • 4,597
4,601-4,650
4,603 • 4,621 • 4,637 • 4,639 • 4,643 • 4,649
4,651-4,700
4,651 • 4,657 • 4,663 • 4,673 • 4,677 • 4,679 • 4,691
4,701-4,750
4,703 • 4,721 • 4,723 • 4,729 • 4,733
4,751-4,800
4,751 • 4,759 • 4,783 • 4,787 • 4,789 • 4,793 • 4,799
4,801-4,850
4,801 • 4,813 • 4,817 • 4,831
4,851-4,900
4,861 • 4,871 • 4,877 • 4,889
4,901-4,950
4,903 • 4,909 • 4,919 • 4,931 • 4,933 • 4,937 • 4,943
4,951-5,000
4,951 • 4,957 • 4,967 • 4,969 • 4,973 • 4,987 • 4,993 • 4,999