For the following statement determine whether each of them is True or False. True means always...
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For the following statement determine whether each of them is "True" or "False". "True" means "always true" and "False" means "not necessarily true". A subdivision of a connected graph is connected. O True O False Ans. False This might not be true always as their are such graphs which can be categorised as a continuous graph satisfying the condition but some of its part shows varied nature such as limit value, max/min etc Do you agree that this is false and why? For the following statement determine whether each of them is "True" or "False". "True" means "always true" and "False" means "not necessarily true". A subdivision of a connected graph is connected. O True O False Ans. False This might not be true always as their are such graphs which can be categorised as a continuous graph satisfying the condition but some of its part shows varied nature such as limit value, max/min etc Do you agree that this is false and why?
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Yes a subdivision of a connected graph is connected As per your explanation yes a continuous graph c... View the full answer
Related Book For
Discrete Mathematics and Its Applications
ISBN: 978-0073383095
7th edition
Authors: Kenneth H. Rosen
Posted Date:
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