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Home » To find \(\gcd(2025, 2028)\), use the Euclidean algorithm: - Red Crowns

To find \(\gcd(2025, 2028)\), use the Euclidean algorithm: - Red Crowns

📅 March 11, 2026 👤 scraface

Mar 11, 2026

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p'''(x) = 24x - 24
p'''(1) = 24 imes 1 - 24 = 0
Compute the fourth derivative \( p^{(4)}(x) \):
p^{(4)}(x) = 24
Since \( p^{(4)}(1)
eq 0 \), the multiplicity of \( x = 1 \) is exactly 4. Therefore, \( x...
oxed{4}
Question:** A Martian subsurface spectroscopic engineer models the lik...
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