the image of the point `A(2,3)` by the line mirror y=x is the point B and the image of B by the line mirror y=0 is the point `(alpha,beta),` find `alpha and beta`

Explanation

To find the coordinates \((\alpha, \beta)\) of the image of the point \(A(2, 3)\) after reflecting it first across the line \(y = x\) and then across the line \(y = 0\), we can follow these steps:

### Step 1: Reflect point A across the line \(y = x\)
When a point \((x, y)\) is reflected across the line \(y = x\), the coordinates are swapped. Therefore, the image of point \(A(2, 3)\) will be:

\[ B = (3, 2) \]
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