602×7

602×7 is a multiplication problem involving the integers 602 and 7. The product is 4214.

Calculation can be shown by splitting 602 into 600 and 2: 7×600 + 7×2 = 4200 + 14 = 4214. This uses the distributive property of multiplication over addition and confirms that 602×7 equals 4214.

The number 4214 is even, reflecting the factor of 2 in its prime factorization. Dividing by 2 gives 2107, which is divisible by 7 (2107 = 7×301). Since 301 = 7×43, the full prime factorization is 4214 = 2 × 7² × 43. Equivalently, 4214 can be expressed as 98×43.

In summary, 602×7 equals 4214, a product whose factors reveal it is divisible by 2, 7, 7, and 43.