FINDING NUMBER OF PRIME PAIRS WHOSE DIFFERENCE IS 6 USING PYTHON

In this python project, we will find the number of prime pairs that are present between the given inclusive range with the difference of 6.

Prime number :

A prime number is a number having exactly two factors. If p is a prime, then its only factors are necessarily 1 and p itself. In this program, we will find the number of prime pairs with a difference of 6 is present in the given inclusive range using python.For example, the given range is 4,30 then all possible pairs are (5,11),(7,13),(11,17),(13,19),(17,23),(23,29) i.e 6 pairs with a difference of 6.

Example :

Input :4 30

Output :6

Input :101 500

Output :30

Input :1000 2000

Output :54

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Comments

Pavan :

I want answers

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Amit Shukla

n = int(input("enter the lower range\n"))

m = int(input("enter the upper range\n"))
prime = []
pair = []
for number in range(n, m+1):
    if number > 1:
        for i in range(2, number):
            if number % i == 0:
                break
        else:
            prime += [number]
print(prime)
for j in prime:
    if j + 6 in prime:
        x = j + 6
        if j + 6 in prime and x in prime:
          pair += [(j, x)]
print(f"The no of pair if {len(pair)} and the prime pairs are {pair}")

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