this is a question about 3D transformation , can anyone help me out please The aircraft carrier initially sits at the dock at point D, facing north. It travels 1000 metres north then turns 90° to fac...
The aircraft carrier initially sits at the dock at point D, facing north. It travels 1000 metres north then turns 90° to face the east, as shown in Figure 3. 90° 1000m (c) after turning 90 east. Assume a world coordinate frame with D as the origin. The x-axis points west, the y-axis points vertically up and the z-axis points north. One unit- one metre. representing the airceraft carre's inal coordinateframe relative to the dock, expressed as a product of simple 3D transformations (T, R, Ry, R,S)? [5 marks] What the value of Mship-dock as a homogeneous matrix? [5 marks] c)
The aircraft carrier initially sits at the dock at point D, facing north. It travels 1000 metres north then turns 90° to face the east, as shown in Figure 3. 90° 1000m (c) after turning 90 east. Assume a world coordinate frame with D as the origin. The x-axis points west, the y-axis points vertically up and the z-axis points north. One unit- one metre. representing the airceraft carre's inal coordinateframe relative to the dock, expressed as a product of simple 3D transformations (T, R, Ry, R,S)? [5 marks] What the value of Mship-dock as a homogeneous matrix? [5 marks] c)