When Ma Xiaohu solved the equation (2x-1) / 3 = (x + a) / 3-1, the - 1 on the right side of the equation was not multiplied by 3 when the denominator was removed, so he obtained the solution of the equation as x = 2 and the value of A

When Ma Xiaohu solved the equation (2x-1) / 3 = (x + a) / 3-1, the - 1 on the right side of the equation was not multiplied by 3 when the denominator was removed, so he obtained the solution of the equation as x = 2 and the value of A

2X minus 1 / 3 = x plus a / 3 minus 1
X plus a minus 1 = 2x minus 1
a=x=2
2X minus 1 = x plus 2 minus 3
x=0

It is known that 3m-2x = 10 is an equation about X. when solving this equation, Ma Xiaohu did not change the sign of 3M when moving the term, and got the solution of the equation as - 11. Please help Ma Xiaohu find the solution of the original equation

This is how to do it: according to "Ma Xiaohu did not change the sign of 3M when he moved the term", first determine that the value of M is 4, and then according to the correct solution of the equation "changing the sign when moving the term", the solution of the original equation is required to be 1
Thinking process:
According to Ma Xiaohu's solution, there are
-2x=10+3m
x=(10+3m)/(-2)=-11
M = 4
Therefore, the original equation is 12-2x = 10
If we solve this equation, we get x = 1