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As demonstrated in a simple manner in my Animated Tiles example, the purpose of this assignment is to use jQuery animations to develop a simple puzzle using DIV tags and styles. Create a 9 x 9 "grid" of DIVs, each whic contains 1/9th of a 300 x 300 pixel picture that you are free to choose from (keep it PG-13 please).
Google Images
Google images would be a good resource for finding a picture. Here is an image search I did for images of a "giraffe" that are 300px x 300px:
Strategy: Sliding Puzzle
The approach to a sliding puzzle is to scramble a set of tiles (usually with images) and then slide the tiles around until the image displays correctly: Sliding Puzzle
With a 3 x 3 tileset, we'll have to leave one spot open so that we can slide the tiles. Your challenge is to determine which tiles can move given any of the possible positions for an empty tile.
For instance, in the image below, when the empty spot is position 1, which tiles can move to occupy that slot? You'll find that there are discrete and finite moves possible for every empty-slot combination
Find the boolean expression for the logic circuit shown below. Ans. Output of Gate-1 (NAND) = (AB)' Output of Gate-2 (NOR) = (A'+B)' Output of Gate-3 (NOR) = [(AB)' + (
Yes, single thread module
Q. Drawback of indirect addressing? • Drawback of this scheme is that it needs two memory references to fetch actual operand. First memory reference is to fetch the actual addr
define request edge and assignment edge
Distinguish between min terms and max terms. Ans Differentiate between Minterms and Maxterms: a. Each single term in standard Sum Of Products (SOP) form is termed as minterm
electro chemical series and its applications
Place some text wherever. Then click "Create path from text" in the "Text tool option" window. Then use "Edit" -> "Stroke path" and choose the appropriate options in the following
What are the update types possible? The following update types are possible: Update type A: The matchcode data is updated asynchronously to database changes. Update
Design a 4 to 1 Multiplexer by using the three variable function given by F(A, B, C) = ∑ m(1,3,5,6) Ans. The given function F(A,B,C) = ∑ m(1,3,5,6) can be implemented along wit
Example of Unification: Let now here, assume instead that we had these two sentences as: knows(john,X) → hates(john, X) knows(jack, mary) Thus here the predicate n
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