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13. x = log1 14. log 16 =-2 15.3 In x=9 231153 Ono 231 16. logs(-3x + 8) = 3 125 17. logs[(x+5)(x-3)]=2 18.
![13. x = log1 14. log 16 = -2 15.3 In x=9 231153 Ono 231 16. logs(-3x + 8) = 3 125 17. logs[(x+5)(x-3)]=2 18.](https://dsd5zvtm8ll6.cloudfront.net/questions/2023/11/654b639b8c2ef_515654b639b83570.jpg)
13. x = log1 14. log 16 =-2 15.3 In x=9 231153 Ono 231 16. logs(-3x + 8) = 3 125 17. logs[(x+5)(x-3)]=2 18. log x + log(x-3) = 1 20. log2(x-2) + log(x-1)= 1 a.-4 19. log(x2-9)-log(x-3) = log 5 a. 3 a.-3 a. {-6) a. (5) MONSTR BAL 20:22 Eve a. a. (3) b. 4 b. 4 b. In 3 b. 235 3 b. innowa b. (5,-2) b. (3, 2) b. DETOX C C.-9 router c. // c. log 3 c. 120 511085,602 16 by c. {-2) c. (-6,4) c. (3) c. (0) d. 9 d.--- d. e d. - 39 (5-) brit d. (4) d. d. (2) d. (3, 0)
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Lets solve each of these logarithmic equations one by one 13 x log3181 To solve for x you can rewrit...
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Income Tax Fundamentals 2013
Authors: Gerald E. Whittenburg, Martha Altus Buller, Steven L Gill
31st Edition
1111972516, 978-1285586618, 1285586611, 978-1285613109, 978-1111972516
