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F(x, y, z) = –æi – yj + z*k. Select the option that gives F expressed in cylindrical coordinates. Select one: A O F(r,ø, z) = res + ze; O F(r,ø, z) = -res + ze; %3D C O F(r, ø, z) = (x sin ø – y cos ø) e, + (-x cos ¢ – ysin ø) es +z²e; OF(r,¢, z) = -re, + ze; P F(r,6, 2) = (-x cos o – y sin ø) e, + (x sin o – y cos ø) e, +ze; %3D | D

F(x, y, z) = –æi – yj + z*k. Select the option that gives F expressed in cylindrical coordinates. Select one: A O F(r,ø, z) = res + ze; O F(r,ø, z) = -res + ze; %3D C O F(r, ø, z) = (x sin ø – y cos ø) e, + (-x cos ¢ – ysin ø) es +z²e; OF(r,¢, z) = -re, + ze; P F(r,6, 2) = (-x cos o – y sin ø) e, + (x sin o – y cos ø) e, +ze; %3D | D

Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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A ABC A ... Document1 Design Layout References Mailings Review View O Tell me Draw Q TT E Aa fx sin0 X • e* • ∞ • dL A- Advanced Equation Integral Sum Symbol Script Equation Statistical Matrix Symbols Fonts Formula Fraction Function Radical 8. Please state a, b, c, d or e A vector field is defined by F(x, y, z) = -xi – yj + 2²k. Select the option that gives F expressed in cylindrical coordinates. Select one: A O F(r, ¢, z) = res + zez O F(r,6, z) = -res + ze; O F(r, 6, 2) = (x sin ø – y cos ø) e, + (-x cos ø – y sin ø) es + ²e; F(r, o, z) = -re, +e, C OF(r,¢, 2) = (-x cos o – y sin ø) e, + (x sin ø – y cos ø) es + z²e; English (United Kingdom) E Focus 000 DD F2 F3 F4 F5 F6 F7 F8 F9 £ # 2$ &
Transcribed Image Text:A ABC A ... Document1 Design Layout References Mailings Review View O Tell me Draw Q TT E Aa fx sin0 X • e* • ∞ • dL A- Advanced Equation Integral Sum Symbol Script Equation Statistical Matrix Symbols Fonts Formula Fraction Function Radical 8. Please state a, b, c, d or e A vector field is defined by F(x, y, z) = -xi – yj + 2²k. Select the option that gives F expressed in cylindrical coordinates. Select one: A O F(r, ¢, z) = res + zez O F(r,6, z) = -res + ze; O F(r, 6, 2) = (x sin ø – y cos ø) e, + (-x cos ø – y sin ø) es + ²e; F(r, o, z) = -re, +e, C OF(r,¢, 2) = (-x cos o – y sin ø) e, + (x sin ø – y cos ø) es + z²e; English (United Kingdom) E Focus 000 DD F2 F3 F4 F5 F6 F7 F8 F9 £ # 2$ &
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