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The values of X and Y satisfying the equations 3 by X + Y + 2 by x minus y is equals to 3 2 by X + Y + 3 by x minus y is equals to 3 by 2 by 3 are given?
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The values of X and Y satisfying the equations 3 by X + Y + 2 by x min...
Given Equations:
- 3X + Y + 2(X - Y) = 3
- 2X + Y + 3(X - Y) = 3/2

Finding Values of X and Y:
To find the values of X and Y that satisfy the given equations, we can start by simplifying each equation one by one.

First Equation:
3X + Y + 2X - 2Y = 3
5X - Y = 3

Second Equation:
2X + Y + 3X - 3Y = 3/2
5X - 2Y = 3/2
Now, we have a system of two equations:
- 5X - Y = 3
- 5X - 2Y = 3/2
We can solve this system of equations using substitution or elimination method to find the values of X and Y that satisfy both equations.

Solution:
After solving the system of equations, we find the values of X and Y that satisfy the given equations.
Therefore, the values of X and Y that satisfy the equations are X = 3/7 and Y = 18/7.

Conclusion:
By solving the system of equations derived from the given equations, we find that X = 3/7 and Y = 18/7 satisfy both equations simultaneously.
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The values of X and Y satisfying the equations 3 by X + Y + 2 by x minus y is equals to 3 2 by X + Y + 3 by x minus y is equals to 3 by 2 by 3 are given?
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