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–3d−19d−19; 20−19d

The solution

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-3*d - 19*d - 19 = 0
$$\left(- 19 d - 3 d\right) - 19 = 0$$
20 - 19*d = 0
$$20 - 19 d = 0$$
20 - 19*d = 0
Gaussian elimination
Given the system of equations
$$\left(- 19 d - 3 d\right) - 19 = 0$$
$$20 - 19 d = 0$$

We give the system of equations to the canonical form
$$- 22 d = 19$$
$$- 19 d = -20$$
Rewrite the system of linear equations as the matrix form
$$\left[\begin{matrix}-22 & 19\\-19 & -20\end{matrix}\right]$$

We prepare elementary equations using a solved matrix and see that this system of equations has no decisions
$$- 22 x_{1} - 19 = 0$$
$$20 - 19 x_{1} = 0$$
We get the answer:
This system of equations has no solutions
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