substitute the parameter values into the problem BEFORE YOU START SOLVING and THEN solve the problem (THE TABLE)Let R be the region in the xy plane enclosed by the linesin the xy plane. Calculate the volume of the solid between the region

The boundary of the region R is given by the equations x/4+y/3=1, x=0,

Resuelto substitute the parameter values into the problem

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Pregunta: substitute the parameter values into the problem BEFORE YOU START SOLVING and THEN solve the problem (THE TABLE)Let R be the region in the xy plane enclosed by the linesin the xy plane. Calculate the volume of the solid between the region
substitute the parameter values into the problem BEFORE YOU START SOLVING and THEN solve the problem (THE TABLE)
Let R be the region in the xy plane enclosed by the lines
in the xy plane. Calculate the volume of the solid between the region R below and the surface above. Draw the region R. (You don't have to draw the solid.)
Muestra el texto de la transcripción de la imagen
Hay 4 pasos para resolver este problema.
Solución
Paso 1
The boundary of the region $R$ is given by the equations
$\frac{x}{4} + \frac{y}{3} = 1$ ,
$x = 0$ ,
Mira la respuesta completa
Paso 2
Desbloquea
Paso 3
Desbloquea
Paso 4
Desbloquea
Respuesta
Desbloquea

Texto de la transcripción de la imagen:

\begin{tabular}{|l|l|l|l|l|} \hline

A

B

C

D

E

\\ \hline 4 & 6 & 2 & 5 & 3 \\ \hline \end{tabular} 5. Sea

R

la región en el plano

x y

encerrada por las rectas

\frac{x}{A} + \frac{y}{E} = 1, x = 0, y = 0

en el plano

x y

. Calcular el volumen del sólido entre la región

R

abajo y la superficie

z = B x^{2} + D y^{2}

arriba. Dibujar la región

R

. (No tienes que dibujar el sólido.)