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13 Nov 2019
2. Find the integral 1 of the function F(a, y, 2) -1- z over the graph of the function hr.) 3. Find the average valuo of 4. A metallic surface S is in the shape of a hemisphere z- VR-y2, where (x, y) satisfies 2 with 2S 1. the function f(z, y, z) ao +r +2 on the curve C parameterized as e(t) = (cos t, sin t,t), 0 st 21. %2,2+y2 . A2, and it has the mass density 6(nzuz)ä¸Z2+ 1,2. Find the centre of gravity of s. Find the surface integral I C
2. Find the integral 1 of the function F(a, y, 2) -1- z over the graph of the function hr.) 3. Find the average valuo of 4. A metallic surface S is in the shape of a hemisphere z- VR-y2, where (x, y) satisfies 2 with 2S 1. the function f(z, y, z) ao +r +2 on the curve C parameterized as e(t) = (cos t, sin t,t), 0 st 21. %2,2+y2 . A2, and it has the mass density 6(nzuz)ä¸Z2+ 1,2. Find the centre of gravity of s. Find the surface integral I C
Sixta KovacekLv2
5 Feb 2019