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It looks like there are two sets of algebraic expressions meant for simplification or expansion. Here’s a breakdown of what they seem to be: **I. Программа:** 1. \((7x + 12) - (2x - 5) =\) 2. \(6x - (3x + 4) =\) 3. \((5x + 2) - (7x - 1) =\) 4. \((7x - 4) - (2x + 6) =\) 5. \((8x - 1) - (4x - 10) =\) 6. \(9 - (6x - 2) =\) 7. \(8 + (4x - 11) =\) 8. \((5x - 2) - (3x - 4) =\) 9. \((6x + 3) - (4x + 2) =\) 10. \((9x - 3) - (7x + 5) =\) **II. Программа:** 1. \((8x - 12x) - (x + 4) =\) 2. \((10 - 6x) - (8x + 12) =\) 3. \((6 + 5x) - (2x + 4) =\) 4. \((5x - 3) - (7 - 3x) =\) 5. \((10x - 4) - (3x + 6) =\) 6. \(8x - (11 + 6x) =\) 7. \((3x + 5) - (x + 1) =\) 8. \((4x - 11) - (x - 7) =\) 9. \((7x - 4) - (9x + 2) =\) 10. \(6 - (12x - 13x + 5) =\) If you need any specific expanded or simplified form of these expressions, let me know!