$$ \begin{array}{ll} \mathrm{AC}=5,4 \mathrm{~cm}, \ \mathrm{CB}=2,3 \mathrm{~cm}, \mathrm{ED}=4 \mathrm{~cm}, \quad \mathrm{GF}=5,5 \mathrm{~cm} \text { and } \end{array} $$ 1.1 Complete the similar triangles by writing the letress of the triangles in the cortect erder.

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To complete the similar triangles, we need to identify the corresponding sides and angles of the triangles based on the given lengths.

From the information provided, we have:

- Triangle $$ ACB $$ with sides $$ AC = 5.4 \, 	ext{cm} $$ and $$ CB = 2.3 \, 	ext{cm} $$.
- Triangle $$ EDC $$ with side $$ ED = 4 \, 	ext{cm} $$.
- Triangle $$ GHF $$ with side $$ GF = 5.5 \, 	ext{cm} $$.

To determine the correct order of the letters for the triangles, we need to ensure that the corresponding sides are proportional.

Assuming that triangles $$ ACB $$, $$ EDC $$, and $$ GHF $$ are similar, we can denote the triangles as follows:

1. Triangle $$ ACB $$ corresponds to triangle $$ EDC $$ and triangle $$ GHF $$.
2. The order of the vertices should reflect the correspondence of the sides.

Thus, we can write the triangles in the correct order as:

- Triangle $$ ACB $$ corresponds to triangle $$ EDC $$ as $$ A $$ corresponds to $$ E $$, $$ C $$ corresponds to $$ D $$, and $$ B $$ corresponds to $$ C $$.
- Triangle $$ ACB $$ corresponds to triangle $$ GHF $$ as $$ A $$ corresponds to $$ G $$, $$ C $$ corresponds to $$ H $$, and $$ B $$ corresponds to $$ F $$.

Therefore, the complete similar triangles can be represented as:

- Triangle $$ ACB $$ is similar to triangle $$ EDC $$ and triangle $$ GHF $$.

In summary, the letters of the triangles in the correct order are:

- Triangle $$ ACB $$ 
- Triangle $$ EDC $$ 
- Triangle $$ GHF $$

This indicates that the triangles are similar based on the proportionality of their corresponding sides.
The triangles are similar in the order: Triangle $$ ACB $$, Triangle $$ EDC $$, and Triangle $$ GHF $$.

\[ \begin{array}{ll} \mathrm{AC}=5,4 \mathrm{~cm}, \\ \mathrm{CB}=2,3 \mathrm{~cm}, \mathrm{ED}=4 \mathrm{~cm}, \quad \mathrm{GF}=5,5 \mathrm{~cm} \text { and } \end{array} \] 1.1 Complete the similar triangles by writing the letress of the triangles in the cortect erder.

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