Whats the law of detachment and law of syllogism for this conditional: " If you shop at Walmart, then you will save money and live better"
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is the answer for law of syllogism this - if you will save money and live better then you are happy.
is that correct..lol ^^^^
wait noooo you gotta end of saying
If you shop in walmart then you are happy
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Right the law goes as follow
\( p \to q\) and \(q \to r\)
sooo \( p \to r\)
So if you shop at walmart then you will save money and live better.
If you will save money and live better then you will be happy
So If you shop at walmart then you will be happy
The law of detachment is
If p→q and p is true, then q is true.
If you shop at walmart then you will save money and live better
So if you shop at walmart is true then the second half of the statement is true which is then you will save money and live a better life
the law of detachment is true but wouldnt that be rewriting the conditional
yup I think its just wants u to show how the law of detachment comes into play