We start with the expression x2y−25y+75−3x2 x^{2}y - 25y + 75 - 3x^{2} x2y−25y+75−3x2.
Next, we rearrange the expression to group like terms together: x2y−3x2−25y+75 x^{2}y - 3x^{2} - 25y + 75 x2y−3x2−25y+75
Finally, we simplify the expression by combining the like terms, resulting in: x2y−3x2−25y+75 x^{2}y - 3x^{2} - 25y + 75 x2y−3x2−25y+75
This is the simplified form of the original expression.
x2y−3x2−25y+75\boxed{x^{2}y - 3x^{2} - 25y + 75}x2y−3x2−25y+75
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