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Let’s check out your problem:
Solve for
m
m
m
.
\newline
−
10
−
4
m
=
−
3
m
-10 - 4m = -3m
−
10
−
4
m
=
−
3
m
\newline
m
=
m =
m
=
__
View step-by-step help
Home
Math Problems
Algebra 1
Solve linear equations with variables on both sides
Full solution
Q.
Solve for
m
m
m
.
\newline
−
10
−
4
m
=
−
3
m
-10 - 4m = -3m
−
10
−
4
m
=
−
3
m
\newline
m
=
m =
m
=
__
Start Equation Isolation:
Start with the equation
−
10
−
4
m
=
−
3
m
-10 - 4m = -3m
−
10
−
4
m
=
−
3
m
. We want to isolate the variable
m
m
m
on one side of the equation.
Add
3
m
3m
3
m
to Both Sides:
Add
3
m
3m
3
m
to both sides of the equation to move all the
m
m
m
terms to one side.
\newline
−
10
−
4
m
+
3
m
=
−
3
m
+
3
m
-10 - 4m + 3m = -3m + 3m
−
10
−
4
m
+
3
m
=
−
3
m
+
3
m
\newline
This simplifies to:
\newline
−
10
−
m
=
0
-10 - m = 0
−
10
−
m
=
0
Add
10
10
10
to Both Sides:
Now, add
10
10
10
to both sides of the equation to isolate
m
m
m
.
−
10
+
10
−
m
=
0
+
10
-10 + 10 - m = 0 + 10
−
10
+
10
−
m
=
0
+
10
This simplifies to:
−
m
=
10
-m = 10
−
m
=
10
Multiply by
−
1
-1
−
1
:
Multiply both sides by
−
1
-1
−
1
to solve for
m
m
m
.
−
m
×
−
1
=
10
×
−
1
-m \times -1 = 10 \times -1
−
m
×
−
1
=
10
×
−
1
This gives us:
m
=
−
10
m = -10
m
=
−
10
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\newline
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