To calculate and compare the volumes of Can A and Can B using the formula for the volume of a cylinder, \( V = π \cdot r^2 \cdot h \), where \( r \) is the radius and \( h \) is the height, we would need the specific measurements (radius and height) for both cans. Since these dimensions are not provided in your question, I will outline the steps for you to calculate the volumes:
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Find the Volume of Can A:
- Measure or obtain the radius (r) and height (h) of Can A.
- Use the volume formula:
\( V_A = 3.14 \cdot r_A^2 \cdot h_A \)
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Find the Volume of Can B:
- Measure or obtain the radius (r) and height (h) of Can B.
- Use the volume formula:
\( V_B = 3.14 \cdot r_B^2 \cdot h_B \)
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Compare the Volumes:
- Determine which can has the larger volume.
For Part B regarding the difference in volume:
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If \( V_A > V_B \):
"Can A holds \( V_A - V_B \) in³ more paint than Can B." -
If \( V_B > V_A \):
"Can B holds \( V_B - V_A \) in³ more paint than Can A."
Please provide the radius and height for both cans so that I can perform the calculations for you. Alternatively, you can calculate using the steps outlined.