Determine whether the solution of each equation below is the same as a solution of 3M equals 36-6m
To determine if the solution of each equation is the same as the solution of the equation 3M = 36 - 6m, we need to compare the solutions of each equation with the solution of the given equation.
Let's solve the equation 3M = 36 - 6m first:
Step 1: Distribute the -6 to both terms on the right side.
3M = 36 + (-6m)
3M = 36 - 6m
Step 2: Combine like terms.
3M = -6m + 36
Step 3: Move the terms with M to one side and the terms with m to the other side.
3M + 6m = 36
Step 4: Factor out the common factor on the left side.
3(M + 2m) = 36
Step 5: Divide both sides by the coefficient of the parentheses.
M + 2m = 12
Step 6: Combine like terms.
3m = 12
Step 7: Divide both sides by the coefficient of m.
m = 4
Now that we have the solution to the equation 3M = 36 - 6m, we can compare it to the solutions of the other equations you mentioned. Please provide the equations so I can help you compare their solutions.
3m = 36 - 6m
9m = 36
m = 4
Since we cannot see "the solution of each equation below", that's all I can say
suggestion: solve each of the "equations below" and see if any have m = 4 as a solution.