What is
1: Face or Penagonal Base
2: Edge
3: Vertex
100
Find the Lateral Area of the solid 2a
What is 1440 cm^2
100
Find the volume of figure 6a
What is 308 km^3
100
The radius of a sphere is multiplied by 20. What happens to the volume of the sphere?
What is it is multiplied by: 20^3
100
Which is the front view of the building in figure 5.
What is B
200
Identify the parts in the figure b
What is
1: Altitude or height
2: Lateral Area
200
Find the surface area of figure 2b, round to the nearest hundredth.
What is 565.49 m^2
200
Find the volume of the solid 6b. Round to the nearest hundredth.
What is 140 cm^3
200
If the radius of the base of a cone is divided by 2 and its slant height is multiplied by 2, then the lateral area of the cone is?
Decreased? Increased? Unchanged?
What is Unchanged
200
Which of the buildings shown is the right view of the building?
What is A
300
Identify the parts of figure c
What is
1: Edge
2: Slant Height
3:Altitude or Height
300
Find the lateral area and surface area of the solid 3a.
What is LA = 91.73 yd^2
SA=33 yd^2
300
Find the volume of the solid 7a. Round to the nearest hundredth.
What is 314.16 m^3
300
Two designs for a shed are in figure 8, find the scale factor of the shed on the left to the shed on the right.
What is 2/3
300
Which view is from the front right corner of the building?
What is D
400
What is the equation for the volume of a sphere?
What is (4/3)πr^3
400
Assuming there is no overlap, how much waffle does it take to make the cone? Round your answer to the nearest tenth of a square inch. (see figure 12)
What is 42.9 in^2
400
Find the volume of the solid 7b. Round to the nearest hundredth.
What is 770.09 ft^3
400
Two similar rectangular prisms have corresponding sides that measure 5 feet and 6 feet. If the surface area of the smaller prism is 525 square feet, what is the surface area of the larger prism?
What is 756 ft^2
400
What is the maximum number of cubes that the given building could be built out of?
What is 12
500
Draw a pentagonal pyramid
See picture: pentagonal base with vertex.
500
A box for tissues is made from cardboard. If the area of the hole in the box is 69.7 cm^2 how much cardboard is needed for each box? (see figure 11)
What is 902.3 cm^2
500
Find the surface area and the volume of the sphere in figure 10.
What is SA=4 π r^2
V=(4/3) π r^3
500
Two similar rectangular prisms have corresponding sides that measure 6 and 9. What is the ratio of the perimeters of the prisms?
What is 5/6 or 6/5
500
What is the minimum number that the given building could be built of?