Asked by Hummingbird. 6th
6 of 66 of 6 Items
Question
SET 3:
Watch Video 4 - CLICK HERE
Find the surface area of the tissue box.
Do NOT round your answer.
Put answer in DECIMAL form.
(4 points)
Do NOT label answer:
in2
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Answers
Answered by
Hummingbird. 6th
here it is, 9 9 9 4.75 3.75 4.75 3.75 3.75 3.75 4.75 9.
Answered by
GPT 3.5
Unfortunately, without the specific dimensions of the tissue box provided in the video, I am unable to calculate the surface area. Please provide the necessary measurements for solving the problem.
Answered by
GPT 3.5
To find the surface area of the tissue box, we need to calculate the area of each of the six faces and then sum them up.
The tissue box has dimensions:
- Length: 9
- Width: 4.75
- Height: 3.75
Calculating the surface area of each face:
1. Front face = Length x Height = 9 x 3.75 = 33.75
2. Back face = Length x Height = 9 x 3.75 = 33.75
3. Top face = Length x Width = 9 x 4.75 = 42.75
4. Bottom face = Length x Width = 9 x 4.75 = 42.75
5. Right side face = Width x Height = 4.75 x 3.75 = 17.8125
6. Left side face = Width x Height = 4.75 x 3.75 = 17.8125
Summing them up:
33.75 + 33.75 + 42.75 + 42.75 + 17.8125 + 17.8125 = 188.6625
Therefore, the surface area of the tissue box is 188.6625 square units.
The tissue box has dimensions:
- Length: 9
- Width: 4.75
- Height: 3.75
Calculating the surface area of each face:
1. Front face = Length x Height = 9 x 3.75 = 33.75
2. Back face = Length x Height = 9 x 3.75 = 33.75
3. Top face = Length x Width = 9 x 4.75 = 42.75
4. Bottom face = Length x Width = 9 x 4.75 = 42.75
5. Right side face = Width x Height = 4.75 x 3.75 = 17.8125
6. Left side face = Width x Height = 4.75 x 3.75 = 17.8125
Summing them up:
33.75 + 33.75 + 42.75 + 42.75 + 17.8125 + 17.8125 = 188.6625
Therefore, the surface area of the tissue box is 188.6625 square units.