What is the solution for dmodx-1-2=modx-3 ?

The solution for dmodx-1-2=modx-3 is x=c_{1}

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dmodx-1-2=modx-3

d m o d x - 1 - 2 = m o d x - 3

x = c_{1}

Solution steps

d m o d x - 1 - 2 = m o d x - 3

Let

x

be the dependent variable. Divide by

d m

o \frac{d x}{d m} - 1 - 2 = m o \frac{d x}{d m} - 3

Substitute

\frac{d x}{d m}

with

x^{'} (m)

o x^{^{'}} (m) - 1 - 2 = m o x^{^{'}} (m) - 3

Isolate

x^{'} (m) : x^{'} (m) = 0

f^{^{'}} (x) = g (x)

then

f (x) = \int g (x) d x

x = \int 0 d m

\int 0 d m = c_{1}

x = c_{1}

What is the solution for dmodx-1-2=modx-3 ?
The solution for dmodx-1-2=modx-3 is x=c_{1}