Questions: 6x 5x 30x^2 -24x +1 +5x

6x 5x
30x^2 -24x
+1 +5x

Transcript text: \begin{tabular}{|l|l|} \hline $6 x$ & \multicolumn{1}{|c|}{$5 x$} \\ \hline $30 x^{2}$ & $-24 x$ \\ \hline+1 & $+5 x$ \\ \hline \end{tabular}

Solution

The given problem seems to involve a table with algebraic expressions. To solve this, we need to interpret the table and perform operations on the expressions. The operations could involve simplifying expressions, combining like terms, or performing arithmetic operations. Let's assume we need to simplify or evaluate the expressions in the table.

Paso 1: Definición de las expresiones

Las expresiones dadas en la tabla son:

\( 6x \)
\( 5x \)
\( 30x^2 \)
\( -24x \)
\( 1 \)
\( 5x \)

Paso 2: Simplificación de las expresiones

Al simplificar cada una de las expresiones, obtenemos:

\( 6x \) permanece como \( 6x \)
\( 5x \) permanece como \( 5x \)
\( 30x^2 \) permanece como \( 30x^2 \)
\( -24x \) permanece como \( -24x \)
\( 1 \) permanece como \( 1 \)
\( 5x \) permanece como \( 5x \)

Paso 3: Resultados de las expresiones

Los resultados simplificados son:

\( 6x \)
\( 5x \)
\( 30x^2 \)
\( -24x \)
\( 1 \)
\( 5x \)

Respuesta Final

Los resultados de las expresiones son: \[ \boxed{6x, 5x, 30x^2, -24x, 1, 5x} \]

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