Question

 2       x-y --- + ----- = упростите x-y      xy

Answer 1

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Answer 2

To simplify the expression (2/(x - y)) + (xy), we can first find a common denominator for the two fractions. The common denominator will be (x - y).

Rewriting the expression with the common denominator, we have:

(2/(x - y)) + (xy * (x - y))/(x - y)

Now, let's simplify the expression by combining the fractions:

(2 + (xy * (x - y))) / (x - y)

Expanding the numerator:

(2 + (x^2y - xy^2)) / (x - y)

Next, let's combine like terms in the numerator:

(2 + x^2y - xy^2) / (x - y)

So the simplified expression is:

(2 + x^2y - xy^2) / (x - y)