Transformations of the natural logarithmic function?
f(x)=ln(x)
What do you mean (ln(x))+ n n = 1,2,3,...
what kind of transformation? Laplace?
@Catch.me, ?? and transformations like rotation, reflection or translation.
for what level math? precalc or linear algebra?
college algebra? .-.
so im assuming linear algebra..
no, linear algebra is something else. any function, f(x), can be transformed as follows f(x-h) moves f(x) h units to the right f(x)+k moves f(x) k units up f(-x) flips f(x) about the y-axis -f(x) flips f(x) about the x axis f(y) flips the graph about the line y=x not sure what else you wanted... you have to be sure that f(x) is defined for those, though. for instance, if f(x)=sqrt(x), then f(-x) is imaginary
oh ok thanks.
First translation use the formula F(x) --> F(x) + n. or for x just substitute x + n instead of x Rotation http://en.wikipedia.org/wiki/Rotation_%28geometry%29 use the formula in the link. Reflection: its function is complicated , but draw it. if you are talking about high school see the blew link. http://www.regentsprep.org/Regents/math/geometry/GT5/reviewTranformations.htm
ok thanks.
Did you saw that formula before?
nope.
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