Suppose that a thin metal wire in the shape of a semicircle occupies the curve C, where C is the top half of the circle x + y p(T, y) = x*y. Find the total mass of the wire. = 9. The mass density of the wire is described by the function p(z, y) ds hint: mas 8 = %3D 72.9

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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Suppose that a thin metal wire in the shape of a semicircle occupies the curve C, where C is the top
half of the circle z + y?
p(E, y) = x*y. Find the total mass of the wire.
9. The mass density of the wire is described by the function
I Y.
Lole,u) de
1, (t)) · V (z'(t))* + (y'(t))°dt
hint: mas s =
72.9
Transcribed Image Text:Suppose that a thin metal wire in the shape of a semicircle occupies the curve C, where C is the top half of the circle z + y? p(E, y) = x*y. Find the total mass of the wire. 9. The mass density of the wire is described by the function I Y. Lole,u) de 1, (t)) · V (z'(t))* + (y'(t))°dt hint: mas s = 72.9
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