Wikipedia
application of circuits : An application-specific integrated circuit (ASIC) is an integrated circuit (IC) customized for a particular use, rather than intended for general-purpose ..... More from Wikipedia
Application to Switching Circuits (Contd...)
Other Application Switching Circuits includes Logic Gates, AND Gate, OR Gate, NOT Gate, Combinatorial Circuit, Equivalent Circuit..
Application to Switching Circuits
The application of Boolean algebra to electronic devices such as computers, lies in the restriction of the variable to two possible condition 'On and Off' or 'True or False' or numerically '1 or 0'. The electric circuits carry out the Boolean logi..
Question : One application of Euler circuits is the checking of parking meters. List other real-life applications that could involve the use of Euler circuits. In each case, give a concrete example and describe the corresponding Euler circuit.
Answer : The basic premise of an Euler circuit is that you have a set of pathways (lined with parking meters, in your example) that need to be traversed. Each pathway begins and ends at a node (a streetcorner, in your example). The goal is to find a way that visits each pathway once, and only once. It's hard work emptying parking meters, and you want to avoid doing any more work than you have to :) You can visit each node as many times as you want, but can only walk down each pathway once. You also need to end up where you started. So, a similar example would be a gardener in a public park. Say there are numerous pathways in the park, and each pathway has a row of flowers along it. The gardener must water all the flowers once and only once. Another example could be painting lines on a new roadway. Say there is a city where all the roads are brand-new and still have yet to be painted. The painters need to paint a stripe down each road, and only one stripe. So they need to find a way tha.... More from Yahoo Answers
Answer : The basic premise of an Euler circuit is that you have a set of pathways (lined with parking meters, in your example) that need to be traversed. Each pathway begins and ends at a node (a streetcorner, in your example). The goal is to find a way that visits each pathway once, and only once. It's hard work emptying parking meters, and you want to avoid doing any more work than you have to :) You can visit each node as many times as you want, but can only walk down each pathway once. You also need to end up where you started. So, a similar example would be a gardener in a public park. Say there are numerous pathways in the park, and each pathway has a row of flowers along it. The gardener must water all the flowers once and only once. Another example could be painting lines on a new roadway. Say there is a city where all the roads are brand-new and still have yet to be painted. The painters need to paint a stripe down each road, and only one stripe. So they need to find a way tha.... More from Yahoo Answers
Question : hi, got an assigment for my little bro.
Name two applications of resonant circuits in the power system?
Answer : One application is ferroresonant transformers. They maintain a constant ouput voltage for a fairly large range of input voltage. http://www.generaltransformer.com/transformer/ferroresonant-transformers.htm.. More from Yahoo Answers
Answer : One application is ferroresonant transformers. They maintain a constant ouput voltage for a fairly large range of input voltage. http://www.generaltransformer.com/transformer/ferroresonant-transformers.htm.. More from Yahoo Answers
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