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Home » 4; You Won’t Believe Who’s Working at Salons 94—These Artists Are Talent Unlocked! - Carbonext

4; You Won’t Believe Who’s Working at Salons 94—These Artists Are Talent Unlocked! - Carbonext

📅 February 28, 2026 👤 scraface

Feb 28, 2026

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📌 However, in math olympiad problems involving real-world contexts, sometimes fractional results are accepted in derivation, but here we need a whole number.

📌 Wait — perhaps the total students is 120, 35% boys → 42 boys → 78 girls.

📌 Then 25% absent → so 75% present → 0.75 × 78 = 58.5 → still.

📌 But 0.75 = 3/4, and 78 not divisible by 4 → so impossible.

📌 Unless the problem expects 58.5, but that’s not possible.

📌 Wait — perhaps I made a mistake: 1/4 are absent — so present = 3/4, but maybe the question allows symbolic.

📌 But in the context, likely a typo or I need to proceed with exact fraction.

📌 But all previous examples use integers.

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Alternatively, divide directly:
$ 52500 \div 16 = 3281.25 $, but compute:
$ 16 \cdot 3281 = 16 \cdot 3000 = 48000 $, $ 16 \cdot 281 = 4496 $, to...
Then $ 52500 - 52496 = 4 $, so remainder is $ 4 $?
Wait—error: $ 16 \cdot 3281 $:
$ 10 \cdot 3281 = 32810 $, $ 6 \cdot 3281 = 19686 $, total $ 32810 + 1...
But $ 52496 $, $ 52500 - 52496 = 4 $? So remainder is 4?
But earlier modular computation gave 12. Contradiction.
Recheck: $ 5000 \mod 16 $:
$ 16 \cdot 312 = 5016 $, too big.

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