If the area of a room is 226-4 m- and its breadth is 57-16 meters- then what is its length-

To get the required length of the room, we divide the area of the room by its breadth. i.e. L = A ÷ B L = 226/4 nbsp;÷ nbsp;57/16 This gives us, L = 226/ ...

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Standard VII

Mathematics

Division of Rational Numbers

If the area o...

Question

If the area of a room is $\frac{226}{4}$ m² and its breadth is $\frac{57}{16}$ meters, then what is its length?

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Solution

To get the required length of the room, we divide the area of the room by its breadth.

i.e. L = A $\div$ B

$L = \frac{226}{4} \div \frac{57}{16}$

$This gives us, L = \frac{226}{4} \times \frac{16}{57}$

$Therefore, L = \frac{904}{57} m$

$or L = 15 \frac{49}{57} m$

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If the area of a room is 2264 m² and its breadth is 5716 meters, then what is its length?

To get the required length of the room, we divide the area of the room by its breadth. i.e. L = A ÷ B L=2264÷5716 This gives us, L = 2264×1657 Therefore, L = 90457 m or L = 154957 m

If the area of a room is $\frac{226}{4}$ m² and its breadth is $\frac{57}{16}$ meters, then what is its length?

To get the required length of the room, we divide the area of the room by its breadth.

i.e. L = A $\div$ B

$L = \frac{226}{4} \div \frac{57}{16}$

$This gives us, L = \frac{226}{4} \times \frac{16}{57}$

$Therefore, L = \frac{904}{57} m$

$or L = 15 \frac{49}{57} m$