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# Ecuaciones Logaritmicas (Caso II)

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Ecuaciones Logaritmicas (Caso II)

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### Ecuaciones Logaritmicas (Caso II)

1. 1. Ecuaciones Logarítmicas Caso II
2. 2. Ecuaciones Logarítmicas (Caso II) log (x + 6) = 1 + log (x – 3)
3. 3. Ecuaciones Logarítmicas (Caso II) log (x + 6) = 1 + log (x – 3) log (x + 6) - log (x – 3) = 1
4. 4. Ecuaciones Logarítmicas (Caso II) log (x + 6) = 1 + log (x – 3) log (x + 6) - log (x – 3) = 1 log = 1
5. 5. Ecuaciones Logarítmicas (Caso II) log (x + 6) = 1 + log (x – 3) log (x + 6) - log (x – 3) = 1 log = 1  10 1 =
6. 6. Ecuaciones Logarítmicas (Caso II) log (x + 6) = 1 + log (x – 3) log (x + 6) - log (x – 3) = 1 log = 1  10 1 = 10 (x – 3) = x + 6
7. 7. Ecuaciones Logarítmicas (Caso II) log (x + 6) = 1 + log (x – 3) log (x + 6) - log (x – 3) = 1 log = 1  10 1 = 10 (x – 3) = x + 6 10 x – 30 = x + 6
8. 8. Ecuaciones Logarítmicas (Caso II) log (x + 6) = 1 + log (x – 3) log (x + 6) - log (x – 3) = 1 log = 1  10 1 = 10 (x – 3) = x + 6 10 x – 30 = x + 6 10 x – x = 30 + 6
9. 9. Ecuaciones Logarítmicas (Caso II) log (x + 6) = 1 + log (x – 3) log (x + 6) - log (x – 3) = 1 log = 1  10 1 = 10 (x – 3) = x + 6 10 x – 30 = x + 6 10 x – x = 30 + 6 9 x = 36
10. 10. Ecuaciones Logarítmicas (Caso II) log (x + 6) = 1 + log (x – 3) log (x + 6) - log (x – 3) = 1 log = 1  10 1 = 10 (x – 3) = x + 6 10 x – 30 = x + 6 10 x – x = 30 + 6 9 x = 36
11. 11. Ecuaciones Logarítmicas (Caso II) log (x + 6) = 1 + log (x – 3) log (x + 6) - log (x – 3) = 1 log = 1  10 1 = 10 (x – 3) = x + 6 10 x – 30 = x + 6 10 x – x = 30 + 6 9 x = 36
12. 12. Fin de la presentación