Pregunta: Formulate and evaluate an integral for the volume of the solid of revolution that results when the region bounded by the given curves is rotated about an axis or a line (horizontal or vertical). Present the diagram. Get carried away by the exercises worked in class. Use the most convenient method: to. X=Y1/2;X=Y3/32, around X=−4Formula, no evalúes, la

Formulate and evaluate an integral for the volume of the solid of revolution that results when the region bounded by the given curves is rotated about an axis or a line (horizontal or vertical). Present the diagram. Get carried away by the exercises worked in class. Use the most convenient method: to. $X=Y1/2;X=Y3/32$, around $X=-4$ Formula, no evalúes, la integral para el volumen del sólido de revolución que resulta cuando la región delimitada por las curvas dadas se gira alrededor de un eje o una línea (horizontal o vertical). Utilice el método más conveniente: a. eje $y$, eje $x,y$ la función $y=3+2x-x2$ alrededor de $a)x=4$, b) $y=-1$