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Prime and composite numbers are foundational concepts in mathematics, playing a significant role in various mathematical problems, cryptography, and computer science. A prime number is a natural number greater than 1 that has exactly two distinct positive divisors: 1 and itself. A composite number is a natural number greater than 1 that is not prime, meaning it has more than two distinct positive divisors.
Prime numbers have only two positive divisors, whereas composite numbers have more than two positive divisors.
Prime numbers are those that have only two divisors, while composite numbers have more than two divisors.
Let’s color prime numbers in one color (e.g., green) and composite numbers in another color (e.g., blue)
By representing prime and composite numbers in circles, we can visually distinguish between the two categories and observe the patterns.
For the given numbers write prime and composite numbers.
Identify the prime and composite numbers. Color them accordingly.
Cut and paste the prime and composite numbers with the corresponding places.
In this prime number maze, the path from start to finish is determined by traveling only through prime numbers.
Composite number maze involves designing a grid where the path from start to finish is determined by composite numbers.
Identify and circle the numbers co-prime and twin prime.
Identify the numbers co-prime and twin prime, write them on the corresponding places.
