Solve for X
:
AX = D
X =
D / A
Divide both sides by A
:
\red{\dfrac{\color{black}{AX}}{A}} =
\red{\dfrac{\color{black}{D}}{A}}
Simplify:
\dfrac{\cancel{A}X}{\cancel{A}} = SOLUTION
X = SOLUTION
Solve for X
:
D = AX
X =
D / A
Divide both sides by A
:
\red{\dfrac{\color{black}{D}}{A}} =
\red{\dfrac{\color{black}{AX}}{A}}
Simplify:
SOLUTION = \dfrac{\cancel{A}X}{\cancel{A}}
X = SOLUTION
Solve for X
:
\dfrac{X}{A} = D
X =
D * A
Multiply both sides by A
:
\dfrac{X}{A} \red{\cdot A} =
D \red{\cdot A}
Simplify:
\dfrac{X}{\cancel{A}} \cdot \cancel{A} = A * D
X = A * D
Solve for X
:
D = \dfrac{X}{A}
X =
D * A
Multiply both sides by A
:
D \red{\cdot A} =
\dfrac{X}{A} \red{\cdot A}
Simplify:
A * D = \dfrac{X}{\cancel{A}} \cdot \cancel{A}
X = A * D