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Q. Illustrate Single In-line Memory Modules?
From early days of semiconductor memory till the early 1990s memory was manufactured, brought and installed as a single chip. Chip density went from 1K bits to 1M bits and beyond though every chip was a separate unit. Early PCs generally had empty sockets into that extra memory chips could be plugged if and when purchaser required them. At present a different arrangement is frequently used known as SIMM or DIMM.
A group of chips typically 8 to 16 is mounted on a small printed circuit board and sold as a unit. This unit is known as a SIMM or DIMM depending on whether it has a row of connectors on one side or both sides of board.
A typical SIMM configuration may have 8 chips with 32 megabits (4MB) each on SIMM. The whole module then holds 32MB. Many computers have room for 4 modules giving a total capacity of 128MB when employing 32MB SIMMs. The first SIMMs had 30 connectors and delivered 8 bits at an instance. The other connectors were addressing and control. A later SIMM had 72 connectors and delivered 32 bits at an instance. For a machine such as Pentium that expected 64-bits at once 72-connectors SIMMs were paired each one delivering half the bits required.
hidden edge/surface removal
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Consider the following expression. Assume that complement inputs are available. F(A,B,C,D) = ∑m (0,1,3,5,9,12,14) + ∑d (4,10,15) 1. Find minimal expression for SOP. Draw gate ne
decomposition
Q. What is a good resolution? In fact it relies on your hardware. Hence it's the maximum your hardware can allow you. But one odd-looking resolution that has become popular is
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Q. Explain the Use of functions in parallel programming? include "pvm3.h" main() { int cc, tid, msgtag; char buf[100]; printf("%x\n", pvm_mytid());
how to use a 1-16 demultiplexer as 4-16 decoder?
What is reducibility? The primary method of proving some problems are computationally unsolvable. It is known as reducibility. Reducibility always includes two problems
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