NEW
Font size
WorksheetsEMATH 015- QUIZ ON LSA-TSA-VOLUME
Total questions: 20
Worksheet time: 2mins
What is the formula for the volume of a rectangular prism?
V=l×w×h
V=πr²h
V=⅓Bh
V=s³
The lateral surface area of a cylinder excludes:
The curved surface
Both circular bases
The top circular base
The rectangular net
If a cube has edges of length 5 units, what is its total surface area?
125 square units
150 square units
100 square units
75 square units
The volume of a triangular prism can be calculated by:
Base area × slant height
Base perimeter × height
Base area × height
1/3 × base area × height
In a rectangular pyramid, the lateral surface area consists of:
Four congruent rectangles
Four congruent triangles
A square and four triangles
Five congruent triangles
The total surface area of a cylinder includes:
Only the curved surface
Two circles and one rectangle
One circle and one rectangle
Three rectangles
A cube with volume 27 cubic units has a total surface area of:
54 square units
108 square units
81 square units
72 square units
The lateral surface area of a triangular prism includes:
All faces including bases
Three rectangles only
Two triangles only
Three triangles
For a cylinder with radius r and height h, the lateral surface area is:
2πr²
2rh
hπr²
r(r+h)π
The ratio of volumes of two similar pyramids with heights h1 and h2 is:
h1:h2
h1²:h2²
h1³:h2³
h1:h2
A rectangular prism has dimensions 3, 4, and 5 units. Its total surface area is:
94 square units
60 square units
47 square units
148 square units
The slant height of a regular pyramid is:
Equal to the height
Always longer than the height
Equal to the base edge
Always shorter than the height
The surface area of a triangular prism includes:
Two triangles and two rectangles
Three triangles only
Two triangles and three rectangles
Three rectangles only
If the radius of a cylinder is doubled while height remains constant, its volume:
Doubles
Quadruples
Increases by a factor of 8
Remains the same
The lateral surface area of a square pyramid with base edge a and slant height l is:
2al
4al
2a²
2al + a²
In similar solids, the ratio of surface areas is equal to:
The ratio of corresponding lengths
The square of the ratio of corresponding lengths
The cube of the ratio of corresponding lengths
The square root of the ratio of corresponding lengths
The total surface area of a cube is 96 square units. Its volume is:
64 cubic units
16 cubic units
32 cubic units
48 cubic units
For a right circular cylinder, the ratio of curved surface area to total surface area is 2:3. If the radius is r, the height is:
r
2r
3r
4r
The volume of a pyramid is what fraction of the volume of a prism with the same base and height?
1/2
1/3
1/4
1/6
If all dimensions of a rectangular prism are doubled, its volume increases by a factor of:
2
4
6
8
