a cuboidal godown is of dimensions 63m*72m * 81m. cubical boxes of side 9m are to be kept inside the godown. how many such boxes can be placed in the godown
ayushmaths14:
620 is the answer
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Answered by
0
Hi friend,
Here is your answer,
_____________________________________________________________
Number of boxes = Volume of godown/Volume of onebox
= ⁶³*⁷²*⁸¹/₇*₇*₇
= 7*8*9
= 504 boxes
_____________________________________________________________
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Here is your answer,
_____________________________________________________________
Number of boxes = Volume of godown/Volume of onebox
= ⁶³*⁷²*⁸¹/₇*₇*₇
= 7*8*9
= 504 boxes
_____________________________________________________________
★★★★ HOPE THIS HELPS YOU ★★★★
★★★★ PLS MARK ME AS BRAINLIEST ★★★★
Answered by
0
L=63m ,B=72m ,H=81m of cuboid
and
in cube
side of cube =a=9m
volume of cuboid =n×volume of cube
L×B×H=n×(a)³
63×72×81=n×9³
367416=n×729
n=367416÷729
n=504
Hence 504 such boxes can placed in the godown
and
in cube
side of cube =a=9m
volume of cuboid =n×volume of cube
L×B×H=n×(a)³
63×72×81=n×9³
367416=n×729
n=367416÷729
n=504
Hence 504 such boxes can placed in the godown
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