After applying the Cohen Sutherland clipping algorithm on the P0P1 line, which of the following statements will be true?

The algorithm starts from point P0 and implements the following processing order for the window edges: left-down-right-up.

After applying the Cohen Sutherland clipping algorithm on the P0P1 line, which of the following statements will be true?

Which of the following code sequences must be included in the computeCSCode function below (from the Cohen-Sutherland clipping algorithm) and in which order, to obtain the correct code for the point P, using an RULD (Right, Up, Left, Down) codification in the cartesian coordinates?

Which of the following matrices contain the minimal sequence of transformations that have to be applied to the 2D object illustrated below, so as the object goes from position 1 to position 2? (The object in position 2 has the same size as the object in position 1)

Which of the following operators/functions must be defined and implemented so as the code sequence below can be executed correctly? Pick the minimal set!

Which of the following code sequences represent a correct implementation of the minus operator having the header below?

Which matrix, when applied to a vec3 vector, will result in a translation of (200, 300) and a uniform scaling by a factor of 5? The operations are applied to the vector in the following order: scaling and then translation.

Consider an object centred around A(2, 3). The object needs to be scaled down by a factor of 5 without changing its centre point’s position. Choose the correct order of transformations that should be applied to the object (T(x, y) is a translation with x, y, and S(x, y) is a scaling with factors x, y).

Consider a point p (specified in homogeneous coordinates) with the coordinates (1.0f, 0.0, 1.0f) and the following transformations. What is the order in which the transformations are applied to this point?

Select the correct implementation of the multiplication operation between two matrices, considering the following method header:

mat3 mat3::operator *(const mat3& srcMatrix) const