question (logical reasoning) some cakes are bikes
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@AbdullahM
@random231
From a,b,c we get the following properties for \( B \) = set of all bikes, \(C\) = set of all cakes, \(H\) = set of all hills, and \(L\) = set of all laptops. a) \(C \cap B \neq \emptyset \) b) \( B \cap H \neq \emptyset \) c) \( L \subset H \) I) Since only some bikes are hill, you could choose a laptop that isn't a hill yet still a bike. II) Since only some bikes are cakes, you could choose a laptop that isn't a cake yet still a bike III) It is possible that \(C \cap B = \emptyset\) since \( (C \cap B) \cap ( B \cap H) \) could be empty IV) For the same reason I/II, it is possible that the set \(L \subset C\) since \(C \cap H \neq \emptyset \).|dw:1458172690173:dw|
For III that should be \(C \cap H = \emptyset \)
i need to choose option from 1 to 5
@Daniellelovee
the person helping you was doing a correct job
what don't you understand?
he didnt tell which option is correct
well you should have told at least what you think is correct, if you want the answer you at least have to show why you know for sure that the answer chosen is the correct one
if something is a laptop it has to be a bike and and some cakes are bikes so some laptops must be cakes. Thats option II.
i think II, III and IV are corrrect but they are not in options
yes i think options II is one of the correct ones
according to the work that the person above me showed I think the correct choices are I and III but I'm not completely sure since probability is not exactly my best in statistics
in the book option b.) is given correct
either II or IV?
yes
Yea thats right because only some laptops can be cakes - so obvously some are not cakes.
what sbout some cakes are hills , this statement is also true
OH wait - its or not 'and' I'm confused now.
cakes are hills - not necessarily The bikes that are cakes are not necessarily hills.
i mean "some" of them might be
- thats the point 'might be' . We cant be sure.
so III is false
yea i would say so.
and if option b.) is right then why it is written as "either" II or IV
yea - thats what i cant understand...
ok i got it because II and IV are contradictory statements , both of them cannot be true
thnks
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