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Name ________________________________________ Date _________________________
Mrs. Labuski / Mrs. Portsmore Period ____________ Unit 10 Lesson 3 Surface Area Day 2
                                                  OC 6-6 / TB 10-7

A closed box in the shape of a rectangular prism has a length of 13 cm, a width of 5.3 cm, and a
height of 7.1 cm.

Part A: Draw a net of the box and find its surface area in square centimeters.




Answer: ____________________
Part B: A smaller box has dimensions that are half the measurements of the original. Find the
ratio of the surface area of the original box to the surface area of the smaller box.




Answer: ____________________
Name ________________________________________ Date _________________________
Mrs. Labuski / Mrs. Portsmore Period ____________ Unit 10 Lesson 3 Surface Area Day 2
                                                  OC 6-6 / TB 10-7

A closed box in the shape of a rectangular prism has a length of 13 cm, a width of 5.3 cm, and a
height of 7.1 cm.

Part A: Draw a net of the box and find its surface area in square centimeters.

                                                         Face     Base    Height       Area
                                                          top     5.3       13       68.9 ft2
                                                        bottom    5.3       13       68.9 ft2

                                                         front     13      7.1       92.3 ft2

                                                         back      13      7.1       92.3 ft2

                                                         right    7.1      5.3       37.63 ft2

                                                          left    7.1      5.3       37.63 ft2
                                                                                     397.66
                                                                             total
                                                                                       ft2
Answer: 397.66 ft2
Part B: A smaller box has dimensions that are half the measurements of the original. Find the
ratio of the surface area of the original box to the surface area of the smaller box.



***NOTE: when the dimensions are cut in half, then the surface area
is divided by 4
the surface area of the original box = 397.66 ft2
                                         ÷4

the surface area of the smaller box = 99.415 ft2


The ratio of the surface area of the original box to the surface area of the
smaller box is 397.66 to 99.415 or 4:1




Answer: 4:1
the surface area of the original box = 397.66 ft2
                                         ÷4

the surface area of the smaller box = 99.415 ft2


The ratio of the surface area of the original box to the surface area of the
smaller box is 397.66 to 99.415 or 4:1




Answer: 4:1

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Unit 10 lesson 3 surface area day 2

  • 1. Name ________________________________________ Date _________________________ Mrs. Labuski / Mrs. Portsmore Period ____________ Unit 10 Lesson 3 Surface Area Day 2 OC 6-6 / TB 10-7 A closed box in the shape of a rectangular prism has a length of 13 cm, a width of 5.3 cm, and a height of 7.1 cm. Part A: Draw a net of the box and find its surface area in square centimeters. Answer: ____________________
  • 2. Part B: A smaller box has dimensions that are half the measurements of the original. Find the ratio of the surface area of the original box to the surface area of the smaller box. Answer: ____________________
  • 3. Name ________________________________________ Date _________________________ Mrs. Labuski / Mrs. Portsmore Period ____________ Unit 10 Lesson 3 Surface Area Day 2 OC 6-6 / TB 10-7 A closed box in the shape of a rectangular prism has a length of 13 cm, a width of 5.3 cm, and a height of 7.1 cm. Part A: Draw a net of the box and find its surface area in square centimeters. Face Base Height Area top 5.3 13 68.9 ft2 bottom 5.3 13 68.9 ft2 front 13 7.1 92.3 ft2 back 13 7.1 92.3 ft2 right 7.1 5.3 37.63 ft2 left 7.1 5.3 37.63 ft2 397.66 total ft2
  • 4. Answer: 397.66 ft2 Part B: A smaller box has dimensions that are half the measurements of the original. Find the ratio of the surface area of the original box to the surface area of the smaller box. ***NOTE: when the dimensions are cut in half, then the surface area is divided by 4
  • 5. the surface area of the original box = 397.66 ft2 ÷4 the surface area of the smaller box = 99.415 ft2 The ratio of the surface area of the original box to the surface area of the smaller box is 397.66 to 99.415 or 4:1 Answer: 4:1
  • 6. the surface area of the original box = 397.66 ft2 ÷4 the surface area of the smaller box = 99.415 ft2 The ratio of the surface area of the original box to the surface area of the smaller box is 397.66 to 99.415 or 4:1 Answer: 4:1