Question 232439
y=log 4 (x) +4
 
Evaluate the logarithmic equation for three values of x that are greater than 1, three values of x that are between 0 an 1, and at x=1. Show all the work and write each step you do so I can do my other problems please and use this as an example. Use the resulting ordered pairs to plot a graph.
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{{{y = log(4,x) + 4}}}
The log base 4 of x = {{{log(10,x)/log(10,4)}}}
By changing the base, you can use a calculator.
{{{y = log(x)/log(4) + 4}}}
Pick the values for x and solve for y to generate the points.
x....y
1...4
2...4.5
4...5
That's 3 points, (1,4), (2,4.5), (4,5) x>=1
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Between 0 and 1 (0 can't be used):
x.......y
1/2.....3.5
1/4.....3
1/16....2
There are 3 less than 1.
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I don't think there is an asymptote.