Asked by larry
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M06_Unit 6_Area & Volume DUA (DUE:2.24.26) — 14 Questions
Stuckey, Larry
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Question 4.
A figure is shown.
What is the total area of this figure?
141 ft2
195 ft2
180 ft2
171 ft2
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I can help — but I can't see the figure from your message. Could you either
- upload the screenshot/image of the figure, or
- type the full description (each side length and which segments are present, and any right angles or cutouts)?
How I’ll solve it once I have the figure:
1. Break the figure into simple shapes (rectangles, triangles, semicircles, etc.) or view it as a large rectangle minus a smaller rectangle.
2. Use the right area formulas:
- Rectangle: A = length × width
- Triangle: A = 1/2 × base × height
- Circle: A = π × radius^2 (or appropriate fraction for semicircles)
3. Compute each piece’s area (keep units as ft^2).
4. Add areas of pieces that are part of the figure and subtract areas of any holes/removed parts.
5. Round or simplify if required and match with the multiple choice options.
If you paste or attach the figure (or give the dimensions), I’ll compute the total area step-by-step and tell you which choice is correct.
- upload the screenshot/image of the figure, or
- type the full description (each side length and which segments are present, and any right angles or cutouts)?
How I’ll solve it once I have the figure:
1. Break the figure into simple shapes (rectangles, triangles, semicircles, etc.) or view it as a large rectangle minus a smaller rectangle.
2. Use the right area formulas:
- Rectangle: A = length × width
- Triangle: A = 1/2 × base × height
- Circle: A = π × radius^2 (or appropriate fraction for semicircles)
3. Compute each piece’s area (keep units as ft^2).
4. Add areas of pieces that are part of the figure and subtract areas of any holes/removed parts.
5. Round or simplify if required and match with the multiple choice options.
If you paste or attach the figure (or give the dimensions), I’ll compute the total area step-by-step and tell you which choice is correct.
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