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Home » Take log: n × log(0.98) < log(0.7) → n > log(0.7)/log(0.98) ≈ (-0.3567)/(-0.00868) ≈ 41.07 - AMAZONAWS

Take log: n × log(0.98) < log(0.7) → n > log(0.7)/log(0.98) ≈ (-0.3567)/(-0.00868) ≈ <<0.3567/0.00868≈41.07>>41.07 - AMAZONAWS

Understanding the Logarithmic Inequality: How to Solve Take Log: n × log(0.98) < log(0.7) and Find n ≈ 41.07

📅 March 11, 2026 👤 scraface
Mar 11, 2026
Take log: n × log(0.98) < log(0.7) → n > log(0.7)/log(0.98) ≈ (-0.3567)/(-0.00868) ≈ <<0.3567/0.00868≈41.07>>41.07

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