Unit 8 Test

  1. The side view of a rectangular pyramid would be what shape?
  2. rectangle
  3. triangle
  4. square
  5. circle
  1. What shape would be the side view of a cylinder?
  2. Rectangle
  3. Triangle
  4. half circle
  5. circle
  6. Which statement is not true about right circular cylinders and right circular cones?
  7. Both solids have a circle for a base.
  8. Only the cone has a vertex.
  9. The volume of a cone is ⅓ that of a cylinder with the same dimensions.
  10. Each solid has two circular bases.
  1. How much paper is needed to gift wrap a box with dimensions of 3” by 2” by 8”? Use Surface Area Rectangular Prism: 2(lw)+2(wh)+2(lh).
  2. 32 in²
  3. 52 in²
  4. 82 in²
  5. 92 in²
  1. The dimensions of 4 different rectangular prisms are listed below. Which one has the smallest surface area? Use Surface Area Rectangular Prism: 2(lw)+2(wh)+2(lh).
  2. 2” x 2” x 5”
  3. 4” x 2” x 2”
  4. 3” x 2” x 3”
  5. 1” x 3” x 6”
  1. How much tin is needed to make a soup can that has a height of 10 cm and a diameter of 6 cm? Use Surface Area Cylinder: and leave answer in terms of.
  2. 92cm²
  3. 78cm2
  4. 320cm²
  5. 260cm²
  1. What is the volume of the figure below? Use Volume Rectangular Prism/Cylinder: V=Bh
  1. 24cm³
  2. 36cm³
  3. 48cm³
  4. 144cm³
  1. If a toy box with the dimensions of 10 ½ ft, 5ft, and 4ft is reduced by taking 1ft off each dimension, what is the difference of the original volume and the new volume? Use Volume Rectangular Prism/Cylinder: V=Bh
  2. 46ft.3
  3. 96ft.3
  4. 114ft3
  5. 210ft.3
  1. Which pyramid has the greatest volume? Use Volume Pyramid/Cone: V=⅓Bh.
  2. B=20 cm², h=27 cm
  3. B=10 cm², h=39 cm
  4. B=15 cm², h=18 cm
  5. B=12 cm², h=21 cm
  1. How much ice cream could be packed into a cone that has a height of 9in. and a radius of 1in.? Use Volume Pyramid/Cone: V=⅓Bh. Approximate =3.14
  2. 84.78 in3
  3. 14.13 in3
  4. 9.42 in3
  5. 28.26 in3
  1. What is the surface area of the cube with a side of 7 cm?
  1. 84 square centimeters
  2. 147 square centimeters
  3. 294 square centimeters
  4. 343 square centimeters
  1. A can has a diameter of 5 inches and a height of 7 inches. What is the area of a label that goes all around the can? Use 3.14 for π.
  2. 109.9 square inches
  3. 137.375 square inches
  4. 149.15 square inches
  5. 219.8 square inches
  1. Each cylindrical column surrounding a monument has a radius of 3 feet and a height of 54 feet. Find the total volume of each column. Use 3.14 for π.
  2. 486 cubic feet
  3. 1526.04 cubic feet
  4. 2017.36 cubic feet
  5. 6104.16 cubic feet

  1. What is the volume of a 5-foot-long, 3-foot-wide, and 2-foot-deep rectangular toy chest?
  2. 10 cubic feet
  3. 15 cubic feet
  4. 30 cubic feet
  5. 60 cubic feet
  1. A cube-shaped packing box is 30 inches deep. What is the volume in cubic inches of the box?
  2. 270
  3. 2700
  4. 27,000
  5. 270,000
  1. A rectangular prism has a 3 centimeter by 3 centimeter square base and a height of 4.5 centimeters. What is the volume in cubic centimeters of the prism?
  2. 13.5
  3. 40.5
  4. 91
  5. 200
  1. Mr. Chavez has a circular wading pool in his garden. If the pool has a depth of 8 inches and a diameter of 10 feet, what is the approximate volume of the wading pool? Use 3.14 for π.
  2. 52.33 cubic feet
  3. 1256 cubic feet
  4. 7536 cubic feet
  5. 90,432 cubic feet
  1. What is the volume of a rectangularprism that has a length of 15centimeters, a width of 25 centimeters,and a height of 32 centimeters?
  2. 72 cubic centimeters
  3. 216 cubic centimeters
  4. 1944 cubic centimeters
  5. 12,000 cubic centimeters