【Rpta.】La gráfica se encuentra en la imagen.
[tex]\green{{\hspace{50 pt}\above 1.2pt}\boldsymbol{\mathsf{Procedimiento}}{\hspace{50pt}\above 1.2pt}}[/tex]
Para poder graficar la función reemplazaremos los valores de x en f(x)
[tex]\begin{array}{c}\sf{\boldsymbol{\bigcirc\kern-8pt\triangleright}\:\:Cuando\ \blue{x = -2}}\\\\\sf{y=\dfrac{x}{2} + 3}\\\\\sf{y=\dfrac{-2}{2} + 3}\\\\\sf{y=-1 + 3}\\\\\boxed{\sf{y=2}}\end{array}[/tex] [tex]\begin{array}{c}\sf{\boldsymbol{\bigcirc\kern-8pt\triangleright}\:\:Cuando\ \blue{x = -2}}\\\\\sf{y=\dfrac{x}{2} + 3}\\\\\sf{y=\dfrac{-1}{2} + 3}\\\\\sf{y=-0.5 + 3}\\\\\boxed{\sf{y=2.5}}\end{array}[/tex] [tex]\begin{array}{c}\sf{\boldsymbol{\bigcirc\kern-8pt\triangleright}\:\:Cuando\ \blue{x = -2}}\\\\\sf{y=\dfrac{x}{2} + 3}\\\\\sf{y=\dfrac{0}{2} + 3}\\\\\sf{y=0 + 3}\\\\\boxed{\sf{y=3}}\end{array}[/tex]
[tex]\begin{array}{c}\sf{\boldsymbol{\bigcirc\kern-8pt\triangleright}\:\:Cuando\ \blue{x = -2}}\\\\\sf{y=\dfrac{x}{2} + 3}\\\\\sf{y=\dfrac{1}{2} + 3}\\\\\sf{y=0.5 + 3}\\\\\boxed{\sf{y=3.5}}\end{array}[/tex] [tex]\begin{array}{c}\sf{\boldsymbol{\bigcirc\kern-8pt\triangleright}\:\:Cuando\ \blue{x = -2}}\\\\\sf{y=\dfrac{x}{2} + 3}\\\\\sf{y=\dfrac{2}{2} + 3}\\\\\sf{y=1 + 3}\\\\\boxed{\sf{y=4}}\end{array}[/tex]
Ordenamos los valores en una tabla
[tex]\begin{array}{c|c}\blue{\sf{x}}&\blue{\sf{y}}\\^{\rule{50 pt}{0.4pt}\hspace{-30pt}}\\\sf{-2}&\sf{2}\\\sf{-1}&\sf{2.5}\\\sf{0}&\sf{3}\\\sf{1}&\sf{3.5}\\\sf{2}&\sf{4}\\\end{array}[/tex]
Procedemos a graficar nuestros resultados en un plano cartesiano(ver imagen).
[tex]\boxed{\sf{{R}}\quad\raisebox{10pt}{$\sf{\red{O}}$}\!\!\!\!\raisebox{-10pt}{$\sf{\red{O}}$}\quad\raisebox{15pt}{$\sf{{G}}$}\!\!\!\!\raisebox{-15pt}{$\sf{{G}}$}\quad\raisebox{15pt}{$\sf{\red{H}}$}\!\!\!\!\raisebox{-15pt}{$\sf{\red{H}}$}\quad\raisebox{10pt}{$\sf{{E}}$}\!\!\!\!\raisebox{-10pt}{$\sf{{E}}$}\quad\sf{\red{R}}}\hspace{-64.5pt}\rule{10pt}{.2ex}\:\rule{3pt}{1ex}\rule{3pt}{1.5ex}\rule{3pt}{2ex}\rule{3pt}{1.5ex}\rule{3pt}{1ex}\:\rule{10pt}{.2ex}[/tex]
Respuesta:
no es 9
Explicación paso a paso:
" Life is not a problem to be solved but a reality to be experienced! "
© Copyright 2013 - 2024 KUDO.TIPS - All rights reserved.
【Rpta.】La gráfica se encuentra en la imagen.
[tex]\green{{\hspace{50 pt}\above 1.2pt}\boldsymbol{\mathsf{Procedimiento}}{\hspace{50pt}\above 1.2pt}}[/tex]
Para poder graficar la función reemplazaremos los valores de x en f(x)
[tex]\begin{array}{c}\sf{\boldsymbol{\bigcirc\kern-8pt\triangleright}\:\:Cuando\ \blue{x = -2}}\\\\\sf{y=\dfrac{x}{2} + 3}\\\\\sf{y=\dfrac{-2}{2} + 3}\\\\\sf{y=-1 + 3}\\\\\boxed{\sf{y=2}}\end{array}[/tex] [tex]\begin{array}{c}\sf{\boldsymbol{\bigcirc\kern-8pt\triangleright}\:\:Cuando\ \blue{x = -2}}\\\\\sf{y=\dfrac{x}{2} + 3}\\\\\sf{y=\dfrac{-1}{2} + 3}\\\\\sf{y=-0.5 + 3}\\\\\boxed{\sf{y=2.5}}\end{array}[/tex] [tex]\begin{array}{c}\sf{\boldsymbol{\bigcirc\kern-8pt\triangleright}\:\:Cuando\ \blue{x = -2}}\\\\\sf{y=\dfrac{x}{2} + 3}\\\\\sf{y=\dfrac{0}{2} + 3}\\\\\sf{y=0 + 3}\\\\\boxed{\sf{y=3}}\end{array}[/tex]
[tex]\begin{array}{c}\sf{\boldsymbol{\bigcirc\kern-8pt\triangleright}\:\:Cuando\ \blue{x = -2}}\\\\\sf{y=\dfrac{x}{2} + 3}\\\\\sf{y=\dfrac{1}{2} + 3}\\\\\sf{y=0.5 + 3}\\\\\boxed{\sf{y=3.5}}\end{array}[/tex] [tex]\begin{array}{c}\sf{\boldsymbol{\bigcirc\kern-8pt\triangleright}\:\:Cuando\ \blue{x = -2}}\\\\\sf{y=\dfrac{x}{2} + 3}\\\\\sf{y=\dfrac{2}{2} + 3}\\\\\sf{y=1 + 3}\\\\\boxed{\sf{y=4}}\end{array}[/tex]
Ordenamos los valores en una tabla
[tex]\begin{array}{c|c}\blue{\sf{x}}&\blue{\sf{y}}\\^{\rule{50 pt}{0.4pt}\hspace{-30pt}}\\\sf{-2}&\sf{2}\\\sf{-1}&\sf{2.5}\\\sf{0}&\sf{3}\\\sf{1}&\sf{3.5}\\\sf{2}&\sf{4}\\\end{array}[/tex]
Procedemos a graficar nuestros resultados en un plano cartesiano(ver imagen).
[tex]\boxed{\sf{{R}}\quad\raisebox{10pt}{$\sf{\red{O}}$}\!\!\!\!\raisebox{-10pt}{$\sf{\red{O}}$}\quad\raisebox{15pt}{$\sf{{G}}$}\!\!\!\!\raisebox{-15pt}{$\sf{{G}}$}\quad\raisebox{15pt}{$\sf{\red{H}}$}\!\!\!\!\raisebox{-15pt}{$\sf{\red{H}}$}\quad\raisebox{10pt}{$\sf{{E}}$}\!\!\!\!\raisebox{-10pt}{$\sf{{E}}$}\quad\sf{\red{R}}}\hspace{-64.5pt}\rule{10pt}{.2ex}\:\rule{3pt}{1ex}\rule{3pt}{1.5ex}\rule{3pt}{2ex}\rule{3pt}{1.5ex}\rule{3pt}{1ex}\:\rule{10pt}{.2ex}[/tex]
Respuesta:
no es 9
Explicación paso a paso: