A roll of cloth which has a length of $1200.36 c m$ is used for making $6$ identical shirts. The length of the cloth used for making one shirt is ______.

2.06 m

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2.006 m

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2.0006 m

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2.0005 m

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Solution

The correct option is C $2.0006 m$
Total length of the cloth, $L = 1200.36 c m$
Number of shirts, $n = 6$

Hence, length of cloth used for each shirt,
$l = \frac{L}{n}$
$l = \frac{1200.36 c m}{6}$
$l = 200.06 c m$

By definition of prefixes, $1 c m = \frac{1}{100} m$

$⟹ l = \frac{200.06}{100} m = 2.0006 m$

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A roll of cloth which has a length of 1200.36 cm is used for making 6 identical shirts. The length of the cloth used for making one shirt is ______.

The correct option is C 2.0006 mTotal length of the cloth, L=1200.36 cm Number of shirts, n=6 Hence, length of cloth used for each shirt, l=Ln l=1200.36 cm6 l=200.06 cm By definition of prefixes, 1 cm=1100 m ⟹l=200.06100 m=2.0006 m

A roll of cloth which has a length of $1200.36 c m$ is used for making $6$ identical shirts. The length of the cloth used for making one shirt is ______.