sqrt(x)/x = sqrt(1/x) explain this.

I'm trying to figure out why sqrt(x)/x = sqrt(1/x).

Apply this property to sqrt(1/x) and simplify:

sqrt(a/b) = sqrt(a) / sqrt(b)

After you simplify sqrt(1/x) using that property, rationalize the denominator.

If you need more help, please show what you tried. :)
 
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