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Home » Thus, the area enclosed by the ellipse is \(\boxed6\pi\). - Anadea

Thus, the area enclosed by the ellipse is \(\boxed6\pi\). - Anadea

📅 May 17, 2026 👤 scraface

May 17, 2026

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📌 So values between 16 and 18 could be at 5th and 6th? No — median is average of 5th and 6th.

📌 But since previous median was 15, the 4th and 5th were around 15, so after adding 18, new 5th and 6th values must straddle higher values.

📌 Since its discrete values, assume integers for simplicity (common in such problems unless otherwise).

📌 So the 5th value rose. The values greater than 15 but less than 16 are those >15 and <16.

📌 Since only one new value (18) was added, and median moved, but without exact values, minimal inferable: at most one value can be in (15,16) unless repeated.

📌 Best: use logic — after adding a value of 18 (>16), and median becomes 16 (average), it implies that the 5th and 6th values in 9 sorted values average to 16.

📌 The previous 4th and 5th averaged 15.

📌 So values >15 must now include those just above 15, but not distributed.

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