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• 11^(x + 5) = 8e^(8 - x) 11^(x + 5) = 8•e^(8 - x) => Apply the natural logarithmic function "In" to both sides, i.e. ln 11^(x + 5) = ln [8•e^(8 - x)] => Consider these rules: In a^b = bIn a & In (a•b) = In a + In b, then by ap…

  in Calculus Problem: 11^(x+5)=8e^(8-x)? Comment by ernestometer June 2021
• 11^(x + 5) = 8e^(8 - x) 11^(x + 5) = 8•e^(8 - x) => Apply the natural logarithmic function "In" to both sides, i.e. ln 11^(x + 5) = ln [8•e^(8 - x)] => Consider these rules: In a^b = bIn a & In (a•b) = In a + In b, then by ap…

  in Calculus Problem: 11^(x+5)=8e^(8-x)? Comment by ernestometer May 2021