Question

Which of the following numbers has the smallest value? *
0.0002
2/1000
0.02 x 0.001
2/1000 divided by 0.01

Answer 1

$Given \: i) 0.0002$

$ii) \frac{2}{1000} = 0.002$

$iii) 0.02\times 0.001= 0.00002$

$iv) \frac{2}{1000} \div 0.01 = 0.2$

Therefore.,

0.00002<0.0002<0.002<0.2

$0.02\times 0.001\lt 0.0002\lt \frac{2}{1000}\lt \frac{2}{1000} \div 0.01$

$\red{ The \: smallest \:value }\green { = 0.02\times 0.001}$

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