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the cliffs at princeville edward road princeville hi - Sourci

📅 May 2, 2026 👤 scraface

May 02, 2026

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📌 \frac{(4u + 3) + (2u + 5) + (5u + 2)}{3} = \frac{11u + 10}{3}

📌 \frac{11u + 10}{3}

📌 $\boxed{\dfrac{11u + 10}{3}}$

📌 Question: A museum curator notes that the ratio of 19th-century telescopes to 20th-century microscopes in the collection is $5:4$. If there are 15 telescopes, how many microscopes are there?

📌 Solution: Let the number of microscopes be $x$. The ratio $5:4 = 15:x$ implies:

📌 \frac{5}{4} = \frac{15}{x} \implies 5x = 60 \implies x = 12

📌 Question: An AI ethics investigator evaluates algorithmic fairness by calculating the average of three fairness scores: $3x - 1$, $5x + 4$, and $2x - 7$. What is the average?

📌 Solution: Sum the expressions:

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Ella also = x, Armand = x / 0.7.
So: e = 0.7a → a = e / 0.7.
But e = 0.7a → consistent.
Total: e + (e / 0.7) + a = e + (10/7)e + (10/7)e = e(1 + 10/7 + 10/7)...
But a = e / 0.7 = (10/7)e.
So total: (10/7)e + (10/7)e + (10/7)e? No:
a = e / 0.7 = (10/7)e ≈ 1.4286e.
Then total = e + (10/7)e + (10/7)e = e(1 + 20/7) = e(27/7) = 15 → e =...
Armand = (10/7) × (105/27) = (10/7)(35/9) = (10 × 35) / (7 × 9) = 350...
But simpler: from earlier, total = e + a + e = e + (e/0.7) + e? No: El...

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