How does the size or width of a Bus affect or
influence the architecture of a computer
system with regards to data transmission. Explain with examples
What is a BUS?
A collection of wires through which data is transmitted from one part of a computer to another. We can consider the bus as a highway on which data travels within a computer. When used in reference to personal computers, the term bus usually refers to an internal bus. This is a bus that connects all the internal computer components to the CPU and main memory. There's also an expansion bus that enables expansion boards to access the CPU and memory.
All buses consist of two parts -- an address bus and a data bus. The data bus transfers actual data whereas the address bus transfers information about where the data should go.
The size of a bus, known as its width, is important because it determines how much data can be transmitted at one time. For example, a 16-bit bus can transmit 16 bits of data, whereas a 32-bit bus can transmit 32 bits of data.
Therefore if the size of the bus is large then we can transfer the maximum data.
Every bus has a clock speed measured in MHz. A fast bus allows data to be transferred faster, which makes applications run faster. On PCs, the old ISA bus is being replaced by faster buses such as PCI.
How does the size or width of a Bus affect or influence the architecture of a...
If all other quantities remain the same, how does the indicated change affect the width of a confidence interval? Decrease the sample size from 120 to 90: A. The interval will stay the same B. The interval will get wider C. The interval will get narrower D. Sample size does not have any influence on confidence interval
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Please show working (preferably as a formula)
(d) Consider a computer system that has a data bus width of 128 bits and does not require natural alignment. How many memory reads are point number? 1 or 2 reads are required. to read an IEEE single precision floating (1 mark) required
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If all other quantities remain the same, how does the indicated change affect the width of a confidence interval? Decrease the sample size from 120 to 90:
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