25×30

25×30 denotes the product of the integers 25 and 30. It evaluates to 750.

In prime factor form, 25 = 5^2 and 30 = 2×3×5, so 25×30 = 2×3×5^3 = 750. The prime factorization shows that 750 has 16 positive divisors, since (1+1)(1+1)(3+1) = 2×2×4 = 16.

In geometry, this product is commonly used to calculate the area of a rectangle with side lengths 25 and 30. If the sides are measured in units, the area is 750 square units; if the sides are in centimeters, the area is 750 cm^2; if in inches, the area is 750 in^2.

The greatest common divisor of 25 and 30 is 5, and their least common multiple is 150; indeed 25×30 = gcd(25,30) × lcm(25,30) = 5×150.

As a numerical value, 750 appears in various practical contexts, including measurements, pricing, and design calculations where products of 25 and 30 are relevant.