This depends on what 'space' you want to plot it on. Another thing, are the x values all complex, or just real. I did a writeup on a similar question awhile back only considering real values of x, but complex values of y. For the positive sided, one way is to take the log of x^x, then you have log(y) = x*log(x). You can plot this manually on log paper.
If you use natural log, instead, then you have ln(y) = x*ln(x), then take e raised to both sides: y = e^(x*ln(x)).
To take natural log of a negative number, consider this:
if u = A*e^(iΘ), then ln(u) = ln(A) + (iΘ)*ln(e) = ln(A) + (iΘ)
It is 4 over 11 when simplified, by dividing both parts by 7.
It simplifies to 1, as you divide both parts by 40, giving 1 over 1, which is 1.
You divide both parts by their highest common factor, which is 28. That gives you 2 over 3.
Their highest common factor is 25. If you divide both parts by 25 you get 5 over 40.
Find their highest common factor, which is 6. Then divide into both parts. That gives you 9 over 250.
Graph both and where they cross is the answer to both.
they are both graphs.
they both show data
they both have bars?
their both graphs
they both show in crease but a line graph may show decrease
They both show data
they both have x and y coordinates
America uses both
They both give you info on a specific thing or object
They both are increasing.
A line graph. It shows both the acceleration and the deceleration.