Draw the plane curve defined by polar coordinates r = sin(30), 0 2¹, and calculate the x-coordinate of the center of the plane area D bounded by 0 ≤ ≤ 1/3 between it: = [[ r dr dp, z = = = = [[ x A = r cos y r dr dy, =X (is the representation of area D in polar coordinates)

Advanced Engineering Mathematics
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ISBN:9780470458365
Author:Erwin Kreyszig
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Chapter2: Second-order Linear Odes
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Draw the plane curve defined by polar coordinates r = sin(30), 0
2¹, and calculate the x-coordinate of the center of the plane area
D bounded by 0
Jor
A =
< ¹/3 between it:
r dr dy, x =
1
A Ω
r cos y r dr dy,
=X
(is the representation of area D in polar coordinates)
Transcribed Image Text:Draw the plane curve defined by polar coordinates r = sin(30), 0 2¹, and calculate the x-coordinate of the center of the plane area D bounded by 0 Jor A = < ¹/3 between it: r dr dy, x = 1 A Ω r cos y r dr dy, =X (is the representation of area D in polar coordinates)
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