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📅 May 4, 2026 👤 scraface

May 04, 2026

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4k + 2m + n &= 150 \quad \text{(2)}\\
9k + 3m + n &= 210 \quad \text{(3)}
Subtract (4) from (5):
Substitute \( k = 15 \) into (4):
3(15) + m = 30 \implies 45 + m = 30 \implies m = -15
Substitute \( k = 15 \), \( m = -15 \) into (1):
- 15 + n = 120 \implies n = 120
Thus, the coefficients are \( k = 15 \), \( m = -15 \), \( n = 120 \).
\boxed{k = 15, \, m = -15, \, n = 120}
Question:** In a machine learning model, the cost function is given by...

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