How do you solve #x^(-3/5) = 1#?
1 Answer
May 17, 2018
Explanation:
We can use some rules to find out.
First rule we'll use is
We can invert both sides:
Now to the exponent. We're asked to cube
With odd exponents, sign is preserved. What I mean by that is that when we have
What this means is that
Here's a graph to show the solution:
graph{(y-x^-(3/5))((x-1)^2+(y-1)^2-.1)=0}