M= (x+25) L=55 find the value of x

To find the value of x in the equation M = (x+25) and L = 55, we need to isolate x in the first equation and substitute it into the second equation.

1. Start with the equation M = (x+25).
2. Distribute the parentheses by multiplying x+25 by 1: M = x + 25.
3. Subtract 25 from both sides of the equation to move it to the other side: M - 25 = x.
4. Now, substitute this value of x (M - 25) into the second equation, L = 55.
5. Replace x with (M - 25) in the equation: L = 55 becomes L = 55.
6. Simplify and solve for M: 55 = 55.
7. Since the equation is always true for any value of M or L, x can be any number.

Thus, there is no specific value of x that satisfies both equations.