When it comes to computer graphics, what function does the reflection vector play? Using at least two examples, demonstrate that your assertion is correct.

ASAP TO FILLED NORMS CODE.

Adam begins to master programming. The main undertaking is drawing a fox! Notwithstanding, that ends up being excessively hard for a novice, so she chooses to draw a snake all things being equal. A snake is an example on a n by m table. Mean c-th cell of r-th column as (r, c). The tail of the snake is situated at (1, 1), then, at that point, it's body reaches out to (1, m), then, at that point, goes down 2 lines to (3, m), then, at that point, goes left to (3, 1, etc. Your undertaking is to draw this snake for Adam: the unfilled cells ought to be addressed as speck characters ('.') and the snake cells ought to be loaded up with number signs ('#'). Consider test tests to comprehend the snake design for the programming concepts.

PYTHON JUPYTER NOTEBOOKS please show code clearly.  create a program for lower triangular system L x = b. The algorithm is described in the image for i and j with offset 1. Recall that NumPy and Python have offset 0 for their sequence data types.

What role does the reflection vector play in computer graphics? The following should have at least two examples of each.

Let the string having length eight of an arrays is defined as ;                                              01001010  , 01101101                   Apply the definition of Tautology and Conjunction on it.

Consider Fib(3). What do you notice about every third Fibonacci number, i.e. Fib(6), Fib(9),Fib(12), Fib(16)... What seems to be the pattern behind these sequence s generated from the Fibonacci numbers?

The coordinates of a polygon can be represented as a list of tuples: [(x1, y1), (x2, y2), .., (xn, yn)], where (x1, y1), ., (xn, yn) are points of the polygon in a counterclockwise order. Find the area of such a polygon using using shoelace formula. It is no longer required to take absolute value. п-1 п—1 A = > xi+1Yi ) – x1Yn i=1 i=1 1 x142 + x2Y3 + + xn-1Yn + xnY1 - x2y1 – X3Y2 – ··- xn Yn-1 – x1Yn| >>> area ([(0,0), (1,0), (0,1)]) 0.5 >>> area ([(0,0), (1,0),(1,1),(0,1)]) 1.0 >> area([(0,0),(2,0), (2,2),(1,2), (0,1)]) 3.5 Write the function area(C) to find the area of a triangle with vertices at c = [(x1, y1), (x2, y2),..., (xn, yn)].

Matlab Assignment Assign the points P=(4,3,0) and Q=(6,1,2) and the vector  L = 5i + 8j - 1k. Find the distance between Q and the line containing P with direction vector L, and assign it to 'q'. Here's the code I used, but it's wrong. Can I get some help? P=[4,3,0] Q=[6,1,2] n=[5,8,-1] project = (dot(Q-P,n)/norm(n)^2)*n q=norm(Q-project)