Задача Задача №3495413
А
А
Solve for x:
- Expand both sides:
- Left: 4(7 - 3x) - 2(2x + 5) = (28 - 12x) + (-4x - 10) = 18 - 16x
- Right: 24 - (3x - 7) = 24 - 3x + 7 = 31 - 3x
Equation becomes: 18 - 16x = 31 - 3x
Solve:
- Move x-terms to one side: 18 - 16x + 3x = 31 → 18 - 13x = 31
- Subtract 18: -13x = 13
- Divide by -13: x = -1
Check: x = -1 satisfies both sides.
Answer: x = -1.