Question: 10. Using logarithm properties there are multiple ways of expressing the same transformations on a parent function. Given g(x) = Blog[2(x)], find equivalent functions in

![same transformations on a parent function. Given g(x) = Blog[2(x)], find equivalent](https://s3.amazonaws.com/si.experts.images/answers/2024/06/666647dcacb3a_100666647dc9e66f.jpg)

![appropriate. a. g(x) = log (x) + c [3 marks] b. g(x)](https://s3.amazonaws.com/si.experts.images/answers/2024/06/666647dd38842_101666647dd20ff6.jpg)
10. Using logarithm properties there are multiple ways of expressing the same transformations on a parent function. Given g(x) = Blog[2(x)], find equivalent functions in the following forms. Round values to 4 decimal places where appropriate. a. g(x) = log (x) + c [3 marks] b. g(x) = log, [k(x)] [3 marks] c. g(x) = log[k(x")] [3 marks]15. Solve, rounding final answers to three decimals where appropriate, VE = 2(6*2-2) [5 marks] 16. Solve, rounding to three decimals where appropriate, logx-4(3x + 1) = 2 [5 marks]
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