Question
Read the given statements and conclusions carefully.
Assuming that the information given in the statements is true, even if it appears to be at variance with commonly known facts, decide which of the given conclusions logically follow(s) from the statements. Statement: All Hill are Valley. All Valley are Mountain. Some Hill are River. Conclusions: I. Some Valley are River. II. Some Mountain are not Hills. III. All Mountain are River.Solution
Some Hill are River (I) β Conversion β Some River are Hill (I) + All Hill are Valley (A) β Some River are Valley (I) β Conversion β Β Some Valley are River (I). Hence conclusion I follows. All Hill are Valley (A) + All Valley are Mountain (A) β All Hill are Mountain (A). Hence conclusion II does not follow. All Hill are Mountain (A) β Conversion β Some Mountain are Hill (I) + Some Hill are River (I) β No conclusion. Hence conclusion III does not follow.
Why probe packets are transmitted in the network
The Traveling Salesperson Problem is an example of which complexity class?
A physical DFD specifies
Which database level is farthest to the users?
Defines the number of entities in one entity set, which can be associated with the number of entities of other set via relationship set.
Which of the following is an example of polymorphism?
Which probability distribution represents a continuous random variable with a constant probability density function over a specified interval?
Which of the following is data type is NOT Valid in Python?
In a typical Ethernet LAN, what type of cable is commonly used for wired connections?
Which distribution is used to model the number of successful outcomes in a fixed number of independent Bernoulli trials?