Challenging Number Theory Quiz – Test Your Prime Mastery | Quiz Zone

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Number Theory Mastery Test

Mathematics & Logic

Number Theory Mastery Test

Advanced Number Theory Challenge: Explore prime factorization, modular arithmetic, and Diophantine puzzles in five rigorous problems.

#prime numbers#modular arithmetic#cryptography basics#mathematical proofs#Diophantine equations

Quiz Intelligence

Total Questions

5

Difficulty Level

hard

Progress

0/0

0%

Quiz Questions

Answer all questions below and test your knowledge.

1
What is the smallest prime number greater than the square root of 2025?
Question 1
2
Find the integer x that satisfies the congruence 7x ≡ 1 (mod 31).
Question 2
3
How many positive divisors does the number 2^4·3^2·5 have?
Question 3
4
Which statement correctly describes the solutions to x^2 ≡ 1 (mod 8)?
Question 4
5
What is the smallest integer n such that n! is divisible by 2^10?
Question 5

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