Hello, I need help on my Mathematics 30-1 (Pre-calculus) Quiz 7.2 Questions #12-#13 and Numerical Response #5

Quiz 7.2 - TS Numerical Response 5. The value of n, to the nearest hundredth, if logs (32) = 4n, is Hint: Solve by expressing the logarithmic equation in exponential form. 12. The logarithmic function y = log, (x) has been transformed to a function whose domain has remained unchanged. Which of the following functions could represent the transformed function? A. y = 4f(x ) + 3 B. y = 4f(-x) - 4 C . y = f(x+ 4)+ 3 D. y = 4f(x - 4) + 3 Hint: Horizontal reflections and translations can affect the domain. 13. The function f(x) = log. (x) has been transformed to g(x) =- 4log. (x + 5). The graph of g(x) could be found by A. reflecting the graph of f(x) in the x-axis, stretching the graph vertically by a factor of 4, and then translating the graph 5 units to the left. B. reflecting the graph of f(x ) in the x-axis, stretching the graph vertically by a factor of 4, and then translating the graph 5 units to the right. C. reflecting the graph of f(x) in the x-axis, stretching the graph vertically by a factor , and then translating the graph 5 units to the left. D. reflecting the graph f(x ) of in the y-axis, stretching the graph vertically by a factor of 4, and then translating the graph 5 units up. Hint: Compare g(x) =- 4log, (x + 5) to y = alog. (b(x -h)) + k