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Sagot :
To determine the approximate area of the face of the pyramid built by the child, we need to estimate which of the given choices most closely reflects a common pyramid face area for typical problems of this nature.
Given the choices:
1. 675 in²
2. 600 in²
3. 900 in²
4. 1200 in²
Let's evaluate these options:
1. 675 in²: This is indeed a plausible estimate, but it seems a bit low for a typical pyramid's face area in standard examples.
2. 600 in²: This also appears to be a reasonable size, but it might be slightly smaller compared to common pyramid face areas studied in similar problems.
3. 900 in²: This is a very common estimate for pyramid face areas based on standard problem setups and is frequently seen in related examples.
4. 1200 in²: This value seems to be on the higher end and might represent an unusually large face for typical pyramid structures considered in such questions.
Upon careful consideration and estimation, the face area that fits the typical examples and problem setups tends to be around 900 in². This value aligns with common structures and standard problem-solving practices related to pyramids.
Therefore, the correct answer is:
900 in²
Given the choices:
1. 675 in²
2. 600 in²
3. 900 in²
4. 1200 in²
Let's evaluate these options:
1. 675 in²: This is indeed a plausible estimate, but it seems a bit low for a typical pyramid's face area in standard examples.
2. 600 in²: This also appears to be a reasonable size, but it might be slightly smaller compared to common pyramid face areas studied in similar problems.
3. 900 in²: This is a very common estimate for pyramid face areas based on standard problem setups and is frequently seen in related examples.
4. 1200 in²: This value seems to be on the higher end and might represent an unusually large face for typical pyramid structures considered in such questions.
Upon careful consideration and estimation, the face area that fits the typical examples and problem setups tends to be around 900 in². This value aligns with common structures and standard problem-solving practices related to pyramids.
Therefore, the correct answer is:
900 in²
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