Math, asked by sureshchandrasharma1, 5 months ago

please give me answer​

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Answered by itzcutiemisty
7

Step-by-step explanation:

Given:

Dimensions of big storeroom = 12 m × 8 m × 6 m

Volume of a box = 1.5 m^3

Solution:

Volume of storeroom (cuboid) = l × b × h

=> 12 × 8 × 6

=> 96 × 6

=> 576 m^3

Volume of storeroom = 576 m^3

Volume of box (cube) = 1.5 m^3

No. of box that can be stored in storeroom = Volume of storeroom/Volume of box

=> 576/1.5

=> 384

Hence, 384 boxes can be stored in that storeroom.

Hope this helped you dear...

Answered by Anonymous
6

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Dimensions of a storeroom are 12m × 8m × 6m. If 1.5m³ of space be required for storing one box in it, find the number of boxes that can be stored in it.

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\blue{\boxed{\pink{Dimensions\:of\:storeroom = 12 m × 8 m × 6 m.}}}

\pink{\boxed{\blue{Space\:for\:a\:box=1.5m³}}}

\huge\bold{{\pink{T}}{\blue{O}}{\green{  }}{\red{F}}{\purple{I}}{\orange{N}}{\pink{D}}{\green{❥}}}

The number of boxed.

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First we have to find the volume of the storeroom.

Volume of storeroom

= {(12×8×6)m³}

= tex]{576m³}[/tex]

Volume of one box = 1.5m³

No. of boxes

= {(\frac{576}{1.5})}

= {384}

\huge\bold{{\pink{H}}{\blue{E}}{\green{N}}{\red{C}}{\purple{E}}{\green{❥}}}

No. of boxes = 384

\huge\bold{{\pink{T}}{\blue{H}}{\green{E}}{\red{R}}{\purple{E}}{\orange{F}}{\pink{O}}{\blue{R}}{\red{E}}{\green{❥}}}

384 boxes can be stored in the storeroom.

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\bold{\boxed{{\blue{✿}}{\pink{H}}{\blue{O}}{\green{P}}{\red{E}}{\purple{  }}{\orange{T}}{\pink{H}}{\blue{I}}{\green{S}}{\red{  }}{\purple{H}}{\orange{E}}{\pink{L}}{\blue{P}}{\green{S}}{\red{  }}{\purple{Y}}{\orange{O}}{\pink{U}}{\blue{✿}}}}

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