Problem Solving (PS) | Re: The operation * is defined for all non-zero x and y by the equation x

Given that\( x * y =\frac{x}{y}\) and we need to find the value of\( (x * y) *z\)

\( (x * y) *z\) =\(\frac{x}{y} *z\)

To find\(\frac{x}{y} *z\) we need to compare\(\frac{x}{y} *z\) with x*y and see what is before and after the *
=> we can replace x with\(\frac{x}{y}\) and y with z

=>\(\frac{x}{y} *z =(\frac{x}{y})/z\) =\(\frac{x}{yz}\)

So, Answer will beE
Hope ithelps!

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