WorksheetsGeometry 6 - Surface Area Quiz
Total questions: 34
Worksheet time: 17mins
The following parts are needed to solve the surface area of a rectangular prism EXCEPT (1 pt.)
B base
C altitude
D height
In the formula SA = 6s², what does s² mean? (1 pt.)
s + s
s - s
s / s
s x s
If each side of a cube measures 11 inches, what is the value of s²? (1 pt.)
A 121 in²
B 144 in²
C 100 in²
D 110 in²
Hannah wants to wrap a box with a colored paper. She measured the base, altitude, and the height of the box to get its surface area. What geometric solid did she measure? (1 pt.)
A square prism
B rectangular prism
C circular prism
D triangular prism
The length of a rectangular prism measures 14 cm. Its width is 8 cm, and its height is 11 cm. Which of the following will you use to solve for its surface area? (1 pt.)
SA = 2(14)(8) + 2(8)(11) + 2(14)(11)
SA = 2(14)(8) + 2(8)(11)
SA = 2(14)(11)
SA = 2(8)(11) + 2(14)(11)
Which of the following is the formula for the surface area of a square prism? (1 pt.)
SA = 6s²
SA = 2lw+2lh+2wh
SA = 2s² + 4bh
SA = ba + 3bh
Which of the following is the formula for the surface area of a rectangular prism? (1 pt.)
SA = 6s²
SA = 2lw+2lh+2wh
SA = 2s² + 4bh
SA = ba + 3bh
Which of the following is the formula for the surface area of a cube? (1 pt.)
SA = 6s²
SA = 2lw+2lh+2wh
SA = 2s² + 4bh
SA = ba + 3bh
Which of the following is the formula for the surface area of a triangular prism? (1 pt.)
SA = 6s²
SA = 2lw+2lh+2wh
SA = 2s² + 4bh
SA = ba + 3bh
In the formula SA = ba + 3bh, what does “a” stand for? (1 pt.)
A base
B height
C width
D altitude
If each side of a cube measures 2 inches, then its surface area is 24 inches. (1 pt.)
A TRUE
B FALSE
The slant height is one of the parts needed to compute the surface area of a prism. (1 pt.)
A TRUE
B FALSE
To get the surface area of a cube, multiply 6 by its side. (1 pt.)
A TRUE
B FALSE
The surface area of geometric solids is expressed in square units. (1 pt.)
A TRUE
B FALSE
The formula for the surface area of a triangular prism is SA = ba + (a) . (1 pt.)
The sum of the areas of all faces in a solid figure.
Area
Surface Area
Perimeter
has 6 square faces
Cube
Square-based Prism
Rectangular-based Prism
Triangular-based Prism
has 6 faces, 2 square bases and 4 rectangular lateral faces
Cube
Square-based Prism
Rectangular-based Prism
Triangular-based Prism
has 3 pairs of rectangular faces
Cube
Square-based Prism
Rectangular-based Prism
Triangular-based Prism
has 5 faces , 2 triangular bases and 3 rectangular lateral faces
Cube
Square-based Prism
Rectangular-based Prism
Triangular-based Prism
The formula of a triangular prism is the same as the formula of the triangular pyramid
True
False
Finding the surface area is the same as finding the perimeter
True
False
has 4 triangular lateral faces and 1 square base
Square-based Pyramid
Rectangular based Pyramid
Triangular based pyramid
has 4 triangular lateral faces and 1 rectangular base
Square-based Pyramid
Rectangular based Pyramid
Triangular based pyramid
has 3 triangular lateral faces and 1 triangular base
Square-based Pyramid
Rectangular based Pyramid
Triangular based pyramid
Square-based Pyramid
SA = s²+ 2bhₛ
SA=ba+3bhₛ
2
SA=lw + lhₛ₁ + hwₛ₂
Rectangular-based Pyramid
SA = s²+ 2bhₛ
SA=ba+3bhₛ
2
SA=lw + lhₛ₁ + hwₛ₂
triangular-based Pyramid
SA = s²+ 2bhₛ
SA=ba+3bhₛ
2
SA=lw + lhₛ₁ + hwₛ₂
represents the slant height
hₛ
hₛ₁
hₛ₂
represents the slant height found along the length
hₛ
hₛ₁
hₛ₂
represents the slant height found along the width
hₛ
hₛ₁
hₛ₂
b=5 ft
a=3 ft
h=10ft
b=3 ft
a=5 ft
h=10ft
b=10 ft
a=3 ft
h=5ft
s= 6 cm
hₛ =4 cm
s= 4 cm
hₛ =6 cm
h= 4m
w=7m
l=13m
h= 7m
w=4m
l=13m
h= 13m
w=7m
l=4m
