Question: Logarithmic functions 1.Answer in the space provided: [C-6] a) Determine the inverse of y = log2 x b) Write log 9 log4 as a single
Logarithmic functions
![Logarithmic functions 1.Answer in the space provided: [C-6] a) Determine the inverse](https://s3.amazonaws.com/si.experts.images/answers/2024/06/667a08eee0669_710667a08eebdd64.jpg)
1.Answer in the space provided: [C-6] a) Determine the inverse of y = log2 x b) Write log 9 log4 as a single logarithm: c) Rewrite a-5 = - in logarithmic form: d) The exponential form of log2 5 = x is e) The asymptote ofy = -5 log(2x - 6) + 4 is f) The asymptote of y = - - (3)-3x+12 - 1 2. Describe the transformations of the given graph y = -log2 [3(x - 2)] + 4 [C-7] Domain y X-int.= Intercepts y-int.= Asymptotes (type and X equation) Behaviours as x- (at BOTH Ends) as x Show work here
Step by Step Solution
There are 3 Steps involved in it
Get step-by-step solutions from verified subject matter experts
