2. Classify each of the sentences below as an atomic statement, a molecular statement, or not a statement at all. If the stateme
nt is molecular, say what kind it is (conjuction, disjunction, conditional, biconditional, negation). The sum of the first 100 odd positive integers. Everybody needs somebody sometime. The Broncos will win the Super Bowl or I'll eat my hat. We can have donuts for dinner, but only if it rains. Every natural number greater than 1 is either prime or composite. This sentence is false.
Logically, an atomic phrase is a kind of declarative phrase that is either correct or false and therefore can not be broken down into certain simple phrases.
In a logical analysis, only two factors decide the validity or falsehood of sentences in general: the logical form of the sentence and the truth or falsehood of its simple sentences. This is, for example, to say that the true phrase' John is Greek, and John is glad' is a function of' and' and the true values of the atomic phrases ' John is Greek' and' John is glad.'
but it will Sana matulongan ng msg ka sa gwa sg bread my Ari ko sbong sa fishing and I'm contented even I'm ok with whatever ❤️ my ara na na tawo sa mainhall my ara with that you are not my ara man I have to do to get the time off my ara ara it my Ari dri fit shirt
The best way to see if this substance is actually an illegal drug is to use a field test called a NIK that will respond to a certain kind of drug, which will confirm or deny if the substance is illegal or not.
