for all real numbers x and y,it xy=x(x-y) then x(x*y)=?

Let z = x*y = x(x-y)

x*(x*y) = x*z = x(x-z) = x(x-(x(x-y)))

To find the value of x(xy), we can substitute the given expression for x*y in terms of x and y.

Given: x*y = x(x-y)

Substituting this value in x*(x*y), we get:
x*(x*y) = x*x(x-y)

Now, let's simplify the expression:

x*(x*y) = x*x^2 - x*x*y
= x^3 - x^2*y

So, x*(x*y) simplifies to x^3 - x^2*y.

for all real numbers x and y,it x*y=x(x-y) then x*(x*y)=?

Let z = x*y = x(x-y)

To find the value of x*(x*y), we can substitute the given expression for x*y in terms of x and y.

for all real numbers x and y,it xy=x(x-y) then x(x*y)=?

To find the value of x(xy), we can substitute the given expression for x*y in terms of x and y.