Question

$$\frac{ 1991 }{ 7 }$$

Answer

remainder(284,3,7)

Solution


Use the algorithm method.
284
7|1991
14
59
56
31
28
3
Therefore, \(1991\div 7=284\) with a remainder of \(3\).
\[284 \text{ with a remainder of } 3\]

Decimal Form: 284.428571