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An architect has created a scale drawing for a residential townhouse in the shape of a rectangular prism. In the drawing, the internal width of the townhouse is labeled as 181818 feet (\text{ft})(ft)left parenthesis, start text, f, t, end text, right parenthesis, the internal length as 20\,\text{ft}20ft20, start text, f, t, end text, and the internal height as 30\,\text{ft}30ft30, start text, f, t, end text. The local building department tells the architect that if built, the building would be too tall according to local zoning laws and that its height must be reduced by 10\%10%10, percent. If the architect creates a second scale drawing where the townhouse’s height is reduced by 10\%10%10, percent, what will be its new proposed internal volume in cubic feet?
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    Complete question
    An architect has created a scale drawing for a residential townhouse in the shape of a rectangular prism. In the drawing, the internal width of the townhouse is labeled as 18 feet, the internal length as 20 ft, and the internal height as 30 ft.
    The local building department tells the architect that if built, the building would be too tall according to local zoning laws and that its height must be reduced by 10%. If the architect creates a second scale drawing where the townhouse’s height is reduced by 10%, what will be its new proposed internal volume in cubic feet?

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