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Home » We are told that $ T(n) = 14 $. Set the equation equal to 14 - Sterling Industries

We are told that $ T(n) = 14 $. Set the equation equal to 14 - Sterling Industries

📅 April 17, 2026 👤 scraface

Apr 17, 2026

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📌 Jackson receives 10 bonus points. His total score is 197.

📌 The final answer expected is the total score, as the bonus is conditional but received.

📌 The three candidates above 85: 92, 88, 95. Jackson votes for all three, but only the highest (95) wins. The bonus applies because he voted for the winner (implied by selecting top scorer for vote). Thus, 10 points bonus added to his score (which already includes 95, 92, 88; but total is sum, so 95+92+88=275, then +10? Or is bonus added separately? The problem says plus 10 bonus points for faithfully voting for the winner — likely a per-vote reward, but since only one winner, likely a flat 10.

📌 But if he votes for all three, but bonus only goes to winner, then only 10 is earned, not per vote. Given context, assume flat 10.

📌 So total: sum of eligible scores (92+88+95) = 275? But scores are approval values, not votes. Probably, the 80,78,... are raw scores, and Jacksons total points is sum of top two. But earlier: total points score — likely the sum of the two highest scores among those above 85 that he supports. Since he supports 95, 92 are top two, sum 187. His total includes all? Or only earned?

📌 Re-read: Jackson receives an additional 10 bonus points for faithfully voting for the winner — so bonus is separate from his point tally. So his total score is the sum of the scores of the top two eligible candidates (who benefited from his vote or were part of the contest), aged 80,78,92,88,95 — top two eligible and high: 95 and 92.

📌 Jackson votes for 95 (score >85), wins. Eligible top two: 95, 92. Sum: 187. Bonus: 10. Total: 197.

📌 But consider edge: is 95 necessarily the winner? Given no tie, yes.

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