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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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3 answers
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.
here it is, 9 9 9 4.75 3.75 4.75 3.75 3.75 3.75 4.75 9.
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.