How do you sketch the graph of #y=log_(1/2)x# and #y=(1/2)^x#?
1 Answer
See the explanation and the Socratic graphs.
Explanation:
The inverse of the second is
two are one and the same...
But the first is got from the second by the swapping
Conventionally ( traditionally ), many call each of the given relations
as the inverse relation for the other.
Separately, each graph can be obtained from the other by rotation
through
Graph of
x = 0 ( y-axis) is asymptotic and
graph{y+1.44 ln (x)=0[0 20 -5 10]}
A short Table for the second
Graph of
y = 0 ( x-axis ) is asymptotic and
graph{ y-(0.5)^x=0[-5 25 -10 10]}