B 3 2. (4 points) Compute the arch length exactly. y = 4 x 3 2...

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B 3 2. (4 points) Compute the arch length exactly. y = 4 x 3 2 - 2 x3 on [1,8] 3. (4 points) Compute the arch length exactly. y = (+2-¹) on [1,9] x3 6 4. (4 points) Find the surface area of the volume formed by revolving the graph of y =√x on [1,9] about the x-axis. 5. (4 points) Find the surface area of the volume formed by revolving the graph of y = + 8 5 6. (4 points) Find the surface area of the volume formed by revolving the graph of y 1 4x² on [1,6] about the x-axis. X 5 + e 5 on [0, 5], about the B 3 2. (4 points) Compute the arch length exactly. y = 4 x 3 2 - 2 x3 on [1,8] 3. (4 points) Compute the arch length exactly. y = (+2-¹) on [1,9] x3 6 4. (4 points) Find the surface area of the volume formed by revolving the graph of y =√x on [1,9] about the x-axis. 5. (4 points) Find the surface area of the volume formed by revolving the graph of y = + 8 5 6. (4 points) Find the surface area of the volume formed by revolving the graph of y 1 4x² on [1,6] about the x-axis. X 5 + e 5 on [0, 5], about the

Answer rating: 100% (QA)

SOLUTION 2 To compute the arc length of the curve y 34 432 x23 on 1 8 we need to first find the derivative of y y 12 34 x13 38 x13 Then we can use the ... View the full answer