Transform the following vector into spherical coordinates and find the result at point P(4, 97.780977317026°, 355.87554571166°). V =y²-x²) ã× + xyz äy + (x²-z²) ā z O a. (-4.84,-3.87,0.30) O b. (-17.48,-13.09,-0.51) O c. (-15.55,-2.23,-0.28) O d. (-15.87,-1.20,-0.07) O e. (-70.10,-52.34,0.40)

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
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Transform the following vector into spherical
coordinates and find the result at point P(4,
97.780977317026°, 355.87554571166°).
V =cy?-x?) ãx + xyz äy+ (x²-z²) ã z
O a. (-4.84,-3.87,0.30)
O b. (-17.48,-13.09,-0.51)
O c. (-15.55,-2.23,-0.28)
O d. (-15.87,-1.20,-0.07)
O e. (-70.10,-52.34,0.40)
Transcribed Image Text:Transform the following vector into spherical coordinates and find the result at point P(4, 97.780977317026°, 355.87554571166°). V =cy?-x?) ãx + xyz äy+ (x²-z²) ã z O a. (-4.84,-3.87,0.30) O b. (-17.48,-13.09,-0.51) O c. (-15.55,-2.23,-0.28) O d. (-15.87,-1.20,-0.07) O e. (-70.10,-52.34,0.40)
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