Please help me with this!! Explain the transformation of the function
y=-2(8)^x-7 +12
\[\Large y=-2(8)^{x-7} +12\]?
Yes.
I don't really understand the question. BUT, if you are being asked to describe the behavior of the function that is easy to do.
Transformation of \[\Large y=8^x\] i'd guess
Start with the following: \[y = a(x - h)^{n} + k\] A negative "a" term will "flip" the function. The + k term shifts the function vertically. The -h term shifts the function laterally. The function will look like the basic exponential function with a few modifications. See if you can figure out the rest from there. http://images.search.yahoo.com/search/images;_ylt=A0oG7ifVMYhRMXoAgI5XNyoA?p=exponential+function+examples&fr=yfp-t-777-s&fr2=piv-web
Thanks so much!
Hope that helped, and thanks for the medal.
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