Final answer:
The Miller-Rabin primality test is a probabilistic algorithm used to check if a number is prime or composite. It can also be used to check divisibility. Steps to perform the Miller-Rabin test are provided.
Step-by-step explanation:
The Miller-Rabin primality test is a probabilistic algorithm used to determine if a number is likely prime or composite. It can be used to check if any term is divisible by n. Here's how you can use the Miller-Rabin test to check for divisibility:
- Choose a base 'a' between 2 and n-2.
- Calculate b = a^(n-1) % n using modular exponentiation.
- If b is not equal to 1, then n is definitely composite and not divisible by 'a'.
- If b is equal to 1, then n is likely prime.
- Repeat steps 1-4 for multiple bases to increase the accuracy of the test.
By applying the Miller-Rabin test with different bases to a term, you can determine if it is divisible by n or likely prime.