can you help answer my question 3. (Volumes of Solids of Revolution). For each of the following plane regions,(a) obtain a description of the region R bounded by the specified curves as a Type I region of the formz= a,I = b(y = f(x), y = g(x))R=(or as the union of several Type I regions, if necessary);(b) sketch the region R;(c) sketch the solid S of revolution obtained by revolving the region R about the indicated axis/axes;(d) find the volume of the solid S (please make sure to provide some details here, as shown in the table below);(e) round your result in (d) to five decimal places.ry = 10, a = 8, r = 9, y = 0,(i)about the r- and about the y-axis;(ii)y = 6 sin z, r = 0, r = n,about the r-axis;y = 8r – r2, y = -r+8,about the r-axis;1? + (y – 8)? = 64,about the r-axis.(iii)(iv)Present your answers to the problem in five tables similar to the following table:Subproblem (*) | AnswersR= the region bounded by the curve1² + (y – 9)² = 4 (the closed disk of radius 2r-axis(C)-centered at the pointx = -2,\y = 9 – V4- a², y = 9+ v4- x² )I = 2(a)R =(Ь)Sketch of R(c)Sketch of S (a torus)*[(19+ va= z²j² - [9 – va – 2² 1* ) dz(d)vol(S) =IVA- z² dx = 72m².= 367(e)vol(S) 710.61152.

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Description: can you help answer my question 3. (Volumes of Solids of Revolution). For each of the following plane regions,(a) obtain a description of the region R bounded by the specified curves as a Type I region of the formz= a,I = b(y = f(x), y = g(x))R=(or a

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Answered: ry = 10, z = 8, x = 9, y = 0, (i) about…

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ry = 10, z = 8, x = 9, y = 0, (i) about the z- and about the y-axis;

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ISBN:9780470458365

Author:Erwin Kreyszig

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Chapter2: Second-order Linear Odes

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Types of Bias

Statistics is the study of data collection, organization, analysis, interpretation, and presentation. Statistical bias is a characteristic of a statistical technique or its findings in which the expected value deviates from the actual root quantitative parameter being estimated. According to the actual definition of bias, it refers to the tendency of a statistic to overestimate or underestimate a parameter.

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can you help answer my question

3. (Volumes of Solids of Revolution). For each of the following plane regions,
(a) obtain a description of the region R bounded by the specified curves as a Type I region of the form
z= a,
I = b
(y = f(x), y = g(x))
R=
(or as the union of several Type I regions, if necessary);
(b) sketch the region R;
(c) sketch the solid S of revolution obtained by revolving the region R about the indicated axis/axes;
(d) find the volume of the solid S (please make sure to provide some details here, as shown in the table below);
(e) round your result in (d) to five decimal places.
ry = 10, a = 8, r = 9, y = 0,
(i)
about the r- and about the y-axis;
(ii)
y = 6 sin z, r = 0, r = n,
about the r-axis;
y = 8r – r2, y = -r+8,
about the r-axis;
1? + (y – 8)? = 64,
about the r-axis.
(iii)
(iv)
Present your answers to the problem in five tables similar to the following table:
Subproblem (*) | Answers
R= the region bounded by the curve
1² + (y – 9)² = 4 (the closed disk of radius 2
r-axis
(C)-
centered at the point
x = -2,
\y = 9 – V4- a², y = 9+ v4- x² )
I = 2
(a)
R =
(Ь)
Sketch of R
(c)
Sketch of S (a torus)
*[(19+ va= z²j² - [9 – va – 2² 1* ) dz
(d)
vol(S) =
IVA- z² dx = 72m².
= 367
(e)
vol(S) 710.61152.

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