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Calculate the force with which the homogeneous cylinder V (x² + y² ≤ a²,0 ≤ z ≤ H) attracts a point of unit mass whose coordinates are (0, 0, z). The point density of the cylinder is constant.

Calculate the force with which the homogeneous cylinder V (x² + y² ≤ a²,0 ≤ z ≤ H) attracts a point of unit mass whose coordinates are (0, 0, z). The point density of the cylinder is constant.

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J 3 plz do it accurately
3. Calculate the force with which the homogeneous cylinder V (x² + y² ≤ a², 0≤ z ≤ H) attracts a point of unit mass whose coordinates are (0, 0, z). The point density of the cylinder I is constant. 4 A transformation performed by the pair of real functions:
Transcribed Image Text:3. Calculate the force with which the homogeneous cylinder V (x² + y² ≤ a², 0≤ z ≤ H) attracts a point of unit mass whose coordinates are (0, 0, z). The point density of the cylinder I is constant. 4 A transformation performed by the pair of real functions:
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