Question
$2.001 ÷ 0.003 =$ _____.
✓
Answer
Given, $2.001 + 0.003$
$\because2.001=\frac{2001}{1000}$ and $0.003=\frac{3}{1000}$
$\therefore2.001+0.003=\frac{2001}{1000}+\frac{2001}{1000}$
$\big[\because\text{reciprocal of }\frac{3}{1000}=\frac{1000}{3}\big]$
$=\frac{1000}{3}=667$
Hence, $2.001 + 0.003 = 667$
$\because2.001=\frac{2001}{1000}$ and $0.003=\frac{3}{1000}$
$\therefore2.001+0.003=\frac{2001}{1000}+\frac{2001}{1000}$
$\big[\because\text{reciprocal of }\frac{3}{1000}=\frac{1000}{3}\big]$
$=\frac{1000}{3}=667$
Hence, $2.001 + 0.003 = 667$
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