Graph this function
g(x)= 3log_4(x-3)+1
http://www.wolframalpha.com/input/?i=3log+base+4+%28x-3%29%2B1 make sure to change "complex valued plot" which is confusing to "real valued plot" on the small dropdown by the graph
or use geogebra.
Geogebra is better than wolfram in this case. YOu can assign variables a, b, c and d then graph f(x) = a*log_(b) ( x- c) + d Then see what happens as you change a, b, c, and d.
i have to download geogbra though :(
NO you don't. YOu can run it through the web.
Also if you make only one math download EVER -- geogebra is worth it.
But you do not even have to download it. Just use the "Webstart".
or do the following draw the basic graph of a logarithmic function shift 3 units right make it somewhat steeper as you are multiplying by 3 move it one unit up
a third possibility is to use a graphing calculator it will probably not have log base 4, but you can get around this by graphing \[y=\frac{3\log(x-3)}{\log(4)}+1\]
yea so i needed points so i got (2,5) thnks to wolfram but i cant get another one
can you give another point on the graph not decimals though
wait 2,5 is wrong too >:(
i cant estimate it wants exact points ;(
Here, I just made this for you: : http://www.geogebratube.org/material/show/id/13637 No download required. Click "student worksheet" and you're good to go.
oooo wow thanks
No prob. :) I hope it's helpful. Really try to figure out what a, c, and d do...and what the base does. Change each individually until you get a feel for it.
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