Consider the region bounded by the curves y = cos 6x², y = 0, x=0, and x = √2. If 0, the this region is revolved around the line volume of the resulting solid can be computed in (at least) two different ways using integrals. (Sketching the graph of the situation might help you answer the following.) (a) First of all it can be computed using vertical slicing. 5² where a = f(x) = f(x) dx where a = and This method is commonly called the method of (Enter 'DW' for Disks/Washers or 'CS' for Cylindrical Shells). = (b) Alternatively, this volume can be computed using horizontal slicing. - [*gy g(y) dy , B = and , b = g(y) This method is commonly called the method of (Enter 'DW' for Disks/Washers or 'CS' for Cylindrical Shells).

Consider the region bounded by the curves y = cos 6x², y = 0, x=0, and x = √2. If 0, the this region is revolved around the line volume of the resulting solid can be computed in (at least) two different ways using integrals. (Sketching the graph of the situation might help you answer the following.) (a) First of all it can be computed using vertical slicing. 5² where a = f(x) = f(x) dx where a = and This method is commonly called the method of (Enter 'DW' for Disks/Washers or 'CS' for Cylindrical Shells). = (b) Alternatively, this volume can be computed using horizontal slicing. - [*gy g(y) dy , B = and , b = g(y) This method is commonly called the method of (Enter 'DW' for Disks/Washers or 'CS' for Cylindrical Shells).

Trigonometry (MindTap Course List)

10th Edition

ISBN:9781337278461

Author:Ron Larson

Publisher:Ron Larson

Chapter6: Topics In Analytic Geometry

Section6.2: Introduction To Conics: parabolas

Problem 4ECP: Find an equation of the tangent line to the parabola y=3x2 at the point 1,3.

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