Given:
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- Volume = 3100.5 in³
- Length of container = 10.6 in
- Height of container = 15 in.
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To find:
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Solution:
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So as we know container is in cuboidal shape.
Therefore we can find value of width using formula of volume of cuboid.
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We know:-
Volume of cuboid = L × W × H
where :-
L = length of cuboid
W = width of cuboid
H = height of cuboid
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So:-
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⇢ Volume of cuboid = L × W × H
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⇢ Volume of cuboid = 10. 6 × 15 × W
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⇢ 3100.5 = 10. 6 × 15 × W
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⇢ 10. 6 × 15 × W = 3100.5
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⇢ W = 3100.5/(10. 6 × 15 )
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⇢ W = 31005/(106 × 15 )
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⇢ W = 2067/(106 × 1 )
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⇢ W = 2067/106
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⇢ W = 19.5 in