6.6 Equations - 4 4 = 5 3 1 3 log 2 x = 4 log 2 2 4 ln(x...

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Sullivan, 8 th ed. MAC1140/MAC1147 6.6: Logarithmic and Exponential Equations Logarithmic equations of the form log a x , where a is a positive real number 1. Exponential equations have terms of the form a x , a > 0, a 1. Remember that logarithms of negative numbers are not defined; therefore, solutions must be checked for extraneous solutions. Solve: 1. log 5 (x 2 + x + 4) = 2 2. 4 log 4 (x – 3) + log
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Unformatted text preview: 4 4 = 5 3. 1 / 3 log 2 x = 4 log 2 2 4. ln (x – 2) – ln (x – 6) = ln (x – 1) – ln (x + 3) 5. ln x + ln (x + 6) = 3 6. log (3x – 5) = 2 + log(x - 4) 7. π 1 – 7x = e 8x Sullivan, 8 th ed. MAC1140/MAC1147 8. 5 2x – 5 x +1 – 24 = 0 9. x x e e-+ = 6 5 10. log 16 x + log 4 x + log 2 x = 14 11. log 7 x + log 13 x = 2...
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6.6 Equations - 4 4 = 5 3 1 3 log 2 x = 4 log 2 2 4 ln(x...

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