If p is a prime number greater than 3, then `(p^2-1)` is always divisible by (a) 6 but not 12 (b...

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"If p is a prime number greater than 3, then `(p^2-1)`is always divisible by (a) 6 but not 12 (b) 12 "If p is a prime number greater than 3, then `(p^2-1)`is always divisible by (a) 6 but not 12 (b) 12
"If p is a prime number greater than 3, then `(p^2-1)`is always divisible by (a) 6 but not 12 "If p is a prime number greater than 3, then `(p^2-1)`is always divisible by (a) 6 but not 12
Mathemagix with Prime Numbers ||(p^2-1) is always divisible by 12 | p is prime number greater than 5 Mathemagix with Prime Numbers ||(p^2-1) is always divisible by 12 | p is prime number greater than 5
if P is a prime number greater than 2, then (p^2 -1) is always divisible by||important for UPSC if P is a prime number greater than 2, then (p^2 -1) is always divisible by||important for UPSC
If \( n \) is a prime number greater than 3 , shew that \( n^{2}-1 \) is a multiple of 24 . If \( n \) is a prime number greater than 3 , shew that \( n^{2}-1 \) is a multiple of 24 .
[Number Theory] Why is square of a prime (greater than 3) minus 1 always divisible by 24? [Number Theory] Why is square of a prime (greater than 3) minus 1 always divisible by 24?
The Most Wholesome Math Equation The Most Wholesome Math Equation
Prime number trick (1to 100)/prime numbers/remember basics Prime number trick (1to 100)/prime numbers/remember basics