73: Therefore we consider 73 as

Therefore we consider 73 as a prime number, because: 73 is a natural number greater than 1, 73 is not a product of 2 smaller natural numbers (it can be divided only by 1 and itself) Other properties of number 73 Number of factors: 2. List of factors/divisors: 1, 73. Parity: 73 is an odd number. Is 73 a Prime Number? Is 73 a prime or composite number? This question is asked in so many exams both competitive and government exams. Let’s learn the answer to it with an explanation. Any whole number greater than 1 that is not divisible by any whole number other than 1 and itself is called a prime number. For example 2, 3, 5 & 7 are prime numbers. By this definition, 73 is a prime number. 73 only has 1 and itself as factors and is not divisible by any other numbers. 73.1 Issue of SCN on evasion of tax for any reason other than fraud etc 73.1.1 PO may issue SCN, if it appears to him that there is evasion of tax for any reason other than fraud etc Learn why 73 is a special prime number with unique features and how it was discovered by a TV show character. Explore the mathematical facts, properties and history of prime numbers with Cuemath.