The integral represents thế Volume Ul dx Jo (a) Identify the plane region that is revolved. plane region bounded by y = x, y 0, x = 0, O plane region bounded by y = x', y = 0, x = 0, x = 2 O plane region bounded by y = y = 0, x 0, x = 2 O plane region bounded by y = x*, y = 8, y = 0, x = 0 O plane region bounded by x = y', x = 0, y = 0, y = 2 O plane region bounded by y = x', y = 8, y = 0, x = 0 (b) Identify the axis of revolution. O revolved about the x-axis O revolved around the line x = 2 O revolved around the line x = 8 O revolved about the y-axis O revolved around the line y = 8 O revolved around the line y = 2

Calculus: Early Transcendentals
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Chapter1: Functions And Models
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The integral represents the volume of a solid of revolution.
(a) Identify the plane region that is revolved.
O plane region bounded by y = x",
y = 0,
x = 0,
x = 2
O plane region bounded by y = x',
y = 0,
0'
O plane region bounded by y = x-2
1/2
y30,
x=0,
x= 2
.
O plane region bounded by y = x"
y = 8,
y = 0,
O plane region bounded by x = y',
y = 0,
y = 2
O plane region bounded by y = x,
y = 8,
y 0,
(b) Identify the axis of revolution.
O revolved about the x-axis
revolved around the line x = 2
O revolved around the line x = 8
revolved about the y-axis
O revolved around the line y = 8
O revolved around the line y = 2
Transcribed Image Text:The integral represents the volume of a solid of revolution. (a) Identify the plane region that is revolved. O plane region bounded by y = x", y = 0, x = 0, x = 2 O plane region bounded by y = x', y = 0, 0' O plane region bounded by y = x-2 1/2 y30, x=0, x= 2 . O plane region bounded by y = x" y = 8, y = 0, O plane region bounded by x = y', y = 0, y = 2 O plane region bounded by y = x, y = 8, y 0, (b) Identify the axis of revolution. O revolved about the x-axis revolved around the line x = 2 O revolved around the line x = 8 revolved about the y-axis O revolved around the line y = 8 O revolved around the line y = 2
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