Question

Запиши все трехзначные числа, которые раскладываются на два одинаковых простых множителей

Answer 1

Тут про можно много трёхзначных чисел привести 100 раскладывается 50+50 потом 200 это 100+100 300 это 150+150 Ещё 300+300=600 500+500=1000 200+200=400 если не понятно напеши

Answer 2

Three-Digit Numbers with Identical Prime Factors

To find all three-digit numbers that can be expressed as the product of two identical prime factors, we can consider the prime factorization of each three-digit number and identify those that fit the criteria.

The prime numbers less than 10 are 2, 3, 5, 7. Let's find the three-digit numbers that can be expressed as the product of two identical prime factors.

1. Identify Prime Numbers Less Than 10 - The prime numbers less than 10 are 2, 3, 5, and 7.

2. Find Three-Digit Numbers with Identical Prime Factors - We need to find three-digit numbers that can be expressed as the product of two identical prime factors. - The prime factorization of a three-digit number can help us identify such numbers.

3. Identify Three-Digit Numbers with Identical Prime Factors - The three-digit numbers that can be expressed as the product of two identical prime factors are: - 121 (11 * 11) - 143 (11 * 13) - 187 (11 * 17) - 209 (11 * 19) - 221 (13 * 17) - 247 (13 * 19) - 253 (11 * 23) - 289 (17 * 17) - 319 (11 * 29) - 323 (17 * 19) - 361 (19 * 19) - 391 (11 * 31) - 437 (19 * 23) - 493 (17 * 29) - 529 (23 * 23) - 551 (19 * 29) - 589 (19 * 31) - 667 (23 * 29) - 713 (23 * 31) - 841 (29 * 29) - 899 (29 * 31).

These are the three-digit numbers that can be expressed as the product of two identical prime factors.