Peterson Vargas
04/30/2023 · Primary School
c. \( h(x)=\left\{\begin{array}{lll}x+2 & \text { si } & x<3 \\ 3 x-1 & \text { si } & x>3\end{array}\right. \)
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Step-by-step Solution
La función \( h(x) \) está definida de la siguiente manera:
\[
h(x) =
\begin{cases}
x + 2 & \text{si } x < 3 \\
3x - 1 & \text{si } x > 3
\end{cases}
\]
Esto significa que:
- Para valores de \( x \) menores que 3, la función \( h(x) \) se calcula como \( x + 2 \).
- Para valores de \( x \) mayores que 3, la función \( h(x) \) se calcula como \( 3x - 1 \).
Es importante notar que la función no está definida en \( x = 3 \). Si necesitas más información o un análisis específico sobre esta función, házmelo saber.
Quick Answer
La función \( h(x) \) se define como \( x + 2 \) para \( x < 3 \) y como \( 3x - 1 \) para \( x > 3 \).
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