X nand y nand x nand y
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To get a value of 3 in R1 and reduce the number of steps, we need to have R1 start off with 5. To make the program shorter and reduce steps, we would have to have R1 with a register value of at least 3, so that R2 is not more than R1 (but so that both would be 3). This occurred because the value of R1 is less than R2. Problem 5, Part A Program Counter Register R1 R2 R3 Before Program Starts Memory 5B, Number of Instructions 101 102 103 104 There were 24 instructions executed for this program (23 program instructions and 1 END instruction). 2 Even if the pattern is the same in a certain rug, the loom does not have the ability to something, and the same function that repeats must manually be repeated as many times as required the proposed 3 Modern day programming relies on a concept known as modularity, meaning that various independent elements could be built, or programmed, and later on reused in various combinations within a certain program (basically like independent puzzle pieces that could be joined in various however, the loom does not possess the ability to be modular, and is not able to have these logical puzzle pieces in it, meaning that even if wanted, they cannot be reused without being manually replicated every time want to use them. 1 First, there can be no decisions made while weaving, or programming, this sort of computer because you cannot decide that you would rather do one thing than another, and switch on the the entire programming process has already been predetermined (punch cards), and the weaver cannot change it as he pleases and on the fly. A system of numerical notation that uses base 2 Problem 4: Loom Looms are extremely large and and due to that several problems arise, making them not scalable. Individually separate and distinct Binary 11. The symbolic expression used to represent an object or concept Discrete 5. A simplified or representation of a concept Encoding 10. The condition of a system at a point in time. The approximation gives us 4, which must be rounded up to 5 for our answer. Base 3 For base 3, we would use take a log with base 2 of 200 (the number of countries that were given in the original problem. The approximation gives us 7, which must be rounded up to 8 for our answer. Problem 2: Information Base 2 For base 2, we would use take a log with base 2 of 200 (the number of countries that were given in the original problem. NAND (0, 1 (Correct) D is the correct answer. Since 1 is incorrect, Since 1 is incorrect, need to figure need to figure out the rest. NAND (1, 1) 0 (Correct) 1, 1 1 Since 1 is incorrect, need to figure out the rest.
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NAND (1, 1) 0 (Correct) 1, 0 0 Since 1 is incorrect, need to figure out the rest. Your question is asking you to use NAND gates to compare things over and over until you you get a column of zeroes and ones that looks the same as X+Y does.Preview text CS 109 Problem 1: AND (x, y) AND (x, y) AND (x, y) Output NAND (x, x) NAND (x, NAND (x, y)) NAND (NAND (x, x), NAND (y, y)) NAND (NAND(x, y), NAND (x, y)) NAND (1, 0) 1 (Incorrect) NAND (1, 1) 0 (Correct) 0, 0 0 (Incorrect) NAND (0, (Incorrect) 0, 1 0 Since 1 is incorrect, need to figure out the rest. That said, your last question doesn't make much sense. This provides a high-speed, low-cost solution for 5G, AI, and many applications. It can provide 3 times faster speed and more than 10 times of data throughput than the conventional NAND flash, without increasing any cost or footprint. It actually stands for "not and." So if you ANDed two things together and got 0, then NANDing the same two things together would give you 1. X-NAND is a revolutionary 3D NAND flash memory architecture.
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Now you could do X AND Y, X AND 1 or X AND (X OR Y) just by comparing the numbers in the first column with numbers in the second, third or fourth columns, respectively.Īs for NAND specifically, just remember that it means the opposite of AND. All that matters is whether the value is a 0 or a 1, in the end. The thing you're comparing X with doesn't have to be called Y it can be any variable, any constant or the result of another comparison. Yes, X NAND 1 is like X NAND Y with Y fixed as 1.