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Home » \[ r^2 = rac144\pi4\pi \] - GetMeFoodie

\[ r^2 = rac144\pi4\pi \] - GetMeFoodie

📅 April 30, 2026 👤 scraface

Apr 30, 2026

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📌 Therefore, the only logical interpretation is: The *total volume* 729 ml is divided into portions, each subsequent portion being half the size of the previous *portion's container*, but with starting container at 729.

📌 But again, sum diverges.

📌 Final correct interpretation based on common problem type: The solution is poured into bottles where each holds half the volume of the *previously used* bottle, and the amount poured in each bottle is half the capacity of the last, but starting with the full 729 ml.

📌 But that doesn't change volume.

📌 After careful analysis, the intended meaning is:

📌 Total volume = 729 ml. The first bottle holds 729 ml. The next holds half of that (364.5), but since 364.5 > 729? No.

📌 Reverse: Perhaps "the largest" is 729, next is half: 364.5, etc., but we need to know how many are used *until the sum reaches 729*. But sum exceeds.

📌 Alternatively: The volumes form a geometric sequence with first term \(a = 729\), ratio \(r = 1/2\), and we want the number of terms \(n\) such that the sum \(S_n \geq 729\). But sum starts at 729, so \(n=1\). Not useful.

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