Discussion
Find the value of \(999 \frac{995}{999} \times 999\).
Answer: A
The expression can be rewritten as \((999 + \frac{995}{999}) \times 999\).
Using the distributive property: \(999 \times 999 + \frac{995}{999} \times 999\)
= \(999^2 + 995\)
= \((1000 - 1)^2 + 995\)
= \((1000000 - 2000 + 1) + 995\)
= 998001 + 995 = 998996.
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