Question

Найди число которое при делении на число 17 дает в неполном частном число 3002 а в остатке число 8 выполни деление найденного числа на число 17 столбиком используя сокращенную форму записи

Answer 1

51042 \ 17 = 3002 (8 ост)___________Вот и всё

Answer 2

Это будет число 51.042
51042|17
51       3002(ост 8)
     42
     34
     8
       

Answer 3

Calculating the number

To find the number that satisfies the conditions given, let's break it down step-by-step: 1. The number must leave a remainder of 8 when divided by 17 2. The incomplete quotient must be 3002 3. Using the Chinese Remainder Theorem, we can set up two congruences: - x ≡ 8 (mod 17) - x ≡ 3002 (mod 17) 4. Solving these simultaneously gives the number as 51,004

Dividing 51,004 by 17

To divide 51,004 by 17 using shortened division: 51,004 17 ) 3,000 -51,000 4

So the number that satisfies the conditions and leaves a remainder of 8 with an incomplete quotient of 3002 when divided by 17 is 51,004. Dividing this number by 17 step-by-step gives the shortened division shown above.