Given two squares on a two-dimensional plane, find a line that would cut these two squares in half. Assume that the top and the bottom sides of the square run parallel to the x-axis
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Given two squares on a two-dimensional plane, find a line that would cut these two
squares in half. Assume that the top and the bottom sides of the square run parallel to the x-axis
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- If the origin is taken as the centre of projection, then what will be the perspective projection when the projection plane passes through the point P(4;5;3) and has normal vector (1;2;-1).Draw the Minkowski sum of a circle and triangle.This is a Computer Graphics Question on Projection. Question: Let a 3D point (-5, -6, -423) be projected on a projection plane located at (0, -43, 0). Determine the coordinate of that 3D point on the projection plane using an orthographic parallel projection matrix.
- Given two objects represented by the tuples (25, 5, 52, 14) and (10, 0, 36, 8):(a) Compute the Euclidean distance between the two objects.(b) Compute the Manhattan distance between the two objects.(c) Compute the Minkowski distance between the two objects, using q=3A triangle ABC having coordinates A(5,5), B(10,3), C(7,10) is to be scaled two times in x direction and three times in y direction with respect to point A. Find the new coordinates of triangle A’B’C’.Consider a triangle having vertices at A (0,2), B (5,10) and C (3,4). Scale the triangle using scaling factors Sx = 2 and Sy = 4 about The origin about the reference point (2,3).
- solve the problem from the image.This is a Computer Graphics Question on Phong's Lighting Model. Question: A light source with intensity 50 and radius of influence 100 is located at (4,2,93) from which you are called to calculate the illumination of a point on the yz plane. For no shiny surface and negligible ambient light, find the point on the surface with the highest illumination and light intensity at that point. Given the diffuse coefficient is 0.7.Please show all steps. Determine the coordinate of a 3D point P(100, -60, 80) after rotating 600 across X-axis, given that the center of rotation is (50, 20, 45).