Create a vector x which ranges in values from -180 to 180 in steps of 10. Then let y = x. These values are in degrees. Find a variable z = cosd(x)’*sind(y); Use surf to plot the surface plot, and label using commands xlabel, ylabel, and zlabel. Add

I need to print the map size also. Any idea how to do that?

Please rewrite all of this animation code so that it performs the same functions in a java file instead of the files .css,.js, and .html (which is what I have) in visual studios. You would need to import javaFX since this would require GUI. My styles.css and Animation.html are attached as screenshots, and my script.js is below: script.js const dialogue = [     { character: 'Narrator', text: "In the dead of night, beneath a moon veiled by misty clouds, a lone figure trudged along a desolate forest path." },     { character: 'Narrator', text: "Unknown to her, she was not alone." },     { character: 'Human', text: "Who's there? Show yourself!" },     { character: 'Creature', text: "You venture into realms unknown, mortal. What brings you to these woods?" },     { character: 'Human', text: "I seek passage to the village beyond. I mean no harm." },     { character: 'Creature', text: "Harm is but a shadow in these woods, mortal." },     { character: 'Human', text: "What do you mean? Who are…

You have square tiles with a side length of ⅓ inch Draw a 4 x 5 array using the square tiles.  What are the dimensions of the rectangular array?

x = zeros(uint8(5,5)); for i = 1:5     for j = 1:5         a = 5/i;         x(i,j) = 255/a;     end end Which of the following best describes the black and white image x?    1. The columns of x will get lighter from left to right 2. The rows of x will get lighter from top to bottom 3. The rows of x will get darker from top to bottom 4. The columns of x will get darker from left to right

Using square braces. In the previous question you had used the dot notation to add key values in an object  and in this you have to add squares braces and print the object before and after adding

Using DrawingPanel.java (from chapter 3G), draw a grid for filling in a 4 x 4 square of cell containing integers. For this part of the assignment the values are not important, but you are welcome to use the values shown in the magic square from below. Note that the values in any horizontal row, vertical column or main diagonals add up to 34, in addition to various sub-squares in the larger square also add up to the same value. Requirements: The magic square should be centered in the panel The values in each of the cells should be centered in that cell (both horizontally and vertically). You can assume the values will be <= 99 (i.e., at most 2 digits). For this part of the assignment, you can hard-code the values; you will store them in a 2-dimensional array (from chapter 7) when implementing Part B of the assignment. The title "CSC 142 Magic Square" is centered horizontally in the panel and at y = 50 You are free to choose the colors, fonts, font sizes and effects. This is what I used…

Write a program that draws a fixed polygonwith points at (30, 10), (60, 30), (50, 70), (35, 35), and (10, 50). Wheneverthe mouse is moved, display a message indicating whether the mousepoint is inside the polygon at the mouse point or outside of it, as shown inFigure. To detect whether a point is inside a polygon, use the containsmethod defined in the Node class.

Write a procedure that generates a drinking glass from a contour by creating a solid of revolution and saves it as data-files/model/glass.off. You may make a user interface for the contour parameters, but are not required to. Make a number box that selects the number of rotational slices and a button labelled “Generate” that launches the generator. Display a message on screen while generating and then flush the G3D::ArticulatedModelcache, and reload the current scene on completion. The glass must have nonzero thickness for the bowl part that contains the liquid. It cannot have any “exposed backfaces”. The glass must have a stem or thick base that is not penetrated by an inner well (i.e., you can't just double all surfaces). The glass must be geometrically closedand water tight (i.e., it should topologically be a sphere)