53×17

53×17 is a multiplication expression that yields the product of the two integers 53 and 17. In standard decimal arithmetic, 53×17 equals 901. The calculation can be verified through several common methods, such as long multiplication or the distributive property: (50+3)×17 = 50×17 + 3×17 = 850 + 51 = 901, or (53)×(20−3) = 1060 − 159 = 901.

As a product of primes, 901 equals 17×53, demonstrating that it is a composite number with exactly two prime factors. The numbers involved, 17 and 53, are each prime and two-digit in length, illustrating how multiplication of two primes yields a product with a nontrivial composite structure. In practical terms, 53×17 appears often as an example in basic arithmetic, multiplication tables, and early algebra.