Kinematics in the 3-dimensional Galilean space

In the literature, Holditch theorem was obtained under periodic rotation with translation motions or periodic shear with translation motions. In this thesis, firstly, spatial Galilean motions are introduced in the Galilean space G^3. Then, velocity formulas of a point is obtained under the spatial Galilean motion in the Galilean Space G^3. Secondly, Holditch types-theorems for volumes under the spatial Galilean motions (i.e. under the rotation, the translation and the shear motions) are examined. Finally, Holditch type-theorems for areas under spatial Galilean motions (i.e. under the rotation, the translation and the shear motions) are worked.