The signals will be echoed back through the network till stopped.
Any connection failure in a bus topology will result in the network becoming unusable due to signal bounce in the affected cable.
The bus topology is one of the four main topology types for networking. It allows systems to be connected in a straight line without any other network connectivity devices. As a result, it is easy to construct and needs very little in the way of configuration, and is inexpensive compared to other topologies. The main result of any topology is to connect clients together in order to share resources.
a failure to continue living
Failure to meet your nutrients needed may result in a deficiency disease.
Only the affected link will stop working
The results were failure of the Jewish revolt.the results were failure of the Jewish revolt
The opposite result is a failure to recover, or languishing. The failure to continue (medical) recovery is a relapse.
The result of an addition problem is called the sum.
The result of a multiplication problem is called a product.
The result of a division problem is called a quotient.
The result of a subtraction problem is called the difference.
Yes they will yield the same result. But this is iif they have the same topology . That is if the topology remains the same 100% chances to yield the same result But if the topology differs. That is both have diff topology they will not yield the same result in most of the cases. This is a good debatable question. If you see the differences in the algorithms , one is distance vector and one is link state. all i can say is if the n/w large , then bellman ford will not converge soon. So for large n/ws Dijkstras is preferred. But for smaller n/ws Bellman is preferred because its based on Distance/hops. So in short they will yield same results if the topology is the same, But if the topology differs it can be found out by checking the algorithms flow chart. And if there is any negetive weights Bellman will converge soner than Dijkstras. I hope this should answer your question. Good question btw but no defined answer for this one. Hpe this was Helpful.