WorksheetsSOL 8.6 Changing Attributes
Total questions: 8
Worksheet time: 53mins
A rectangular prism is 5 meters by 8 meters by 7 meters. The side that is 7 meters long is doubled, the other sides lengths are unchanged. How does the volume change?
The volume is twice as large
The volume is 7 times as large
The volume is 8 times as large
The volume is 14 times as large
Which statement is not true?
Doubling the length of a prism will double its surface area.
Multiplying the length of a prism by a scale factor of 4 will multiply the volume by 4.
Doubling the length of a prism will double its volume.
There is a direct relationship between a change in the length and a change in the volume.
Rectangular Prism A has a volume of 275 cubic inches. Rectangular Prism B has the same dimensions as Prism A except it is three times taller in height. What is the volume of Prism B?
278 cu in.
825 cu in.
92 cu in.
273 cu in,
If the height of the rectangular prisms changes from 5in to 10 in what would the difference in surface area be between the two rectangular prisms?
80 in.2
90 in.2
110 in. 2
105 in.2
If the width of the rectangular prism is doubled, which of the following is true?
The volume is half as large.
The volume is twice as large.
The surface area is twice as large.
The surface area is half as large.
A rectangular prism has a volume of 24 cm3. If the height of the prism triples, and the other two dimensions stay the same, what is the new volume?
72 cm3
8 cm3
12 cm3
48 cm3
Kaitlyn has a rectangular prism that has the same dimensions as the one shown except for the height 4 times as tall. What is true about the volume of Kaitlyn's rectangular prism?
Her prism's volume is 4 cubic centimeters less than the volume of the prism above.
Her prism's volume is 4 cubic centimeters more than the volume of the prism above.
Her prism's volume is 4 times the volume of the prism above.
Her prisms volume is 41 the volume of the prism above.
