Begin by graphing f(x) = log 2x. Then use transformations of this graph to graph the given function. What is the vertical asymptote? Use the graphs to determine the given function's domain and range. g(x) = log 2(x+ 8) Graph the function g(x) = log 2(x+ 8). Graph the asymptote of g(x) as a dashed line. Use the graphing tool to graph the function. %3D

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The function g(t) graphed below gives the ocean water surface elevation above NAVD 1988 in inches for 6 days in Nov. of 2017 at the Chincoteague Bay inlet in Chincoteague VA. t=0 represents Nov. 1, 2017. (NAVD 1988 is a vertical control of the primary height benchmark for the water in this inlet) Values above 0 represent an increase in water surface elevation above the NAVD 1988 vertical control and values below O represent a decrease in water surface elevation below the NAVD 1988 vertical control. g(x) Ocean water surface elevation above NAVD 1988 in inches 10- 0 -100 (0, -10) --20- (1.514, 2.189) --30- (1,0) (2,0) (3,-16) 3 4 (5,0) (4, -30) Date: t=0 represents Nov. 1, 2017 ▪ A) Determine the water surface elevation in relation to the NAVD 1988 vertical control height on Nov. 1, 2017.Write your answer in the context of the problem. B) Evaluate g(4). What does this mean in the context of the problem?

Begin with the graph of f(x)=log2x and use transformations to sketch the graph of the function. Then, find the domain, range, and the vertical asymptote of the graph (show how to do the problem).