Using the given symbolization key, symbolize each of the following arguments in PLE. Then, for each.

Using the given symbolization key, symbolize each of the following arguments in PLE. Then, for each symbolized argument, decide whether it is quantificationally valid and defend your answer. UD: The set of all people Fx: x is female Mx: x is male Lxy: x loves y Pxy: x is a parent of y a. Every male loves someone other than himself, and every male loves his children. Therefore no male is his own parent. *b. Everyone loves her or his parents, and everyone has two parents. Therefore everyone loves at least two people. c. A female who loves her children loves herself as well. Therefore every female loves at least two people. *d. Everybody has exactly two parents. Therefore everybody has exactly four grandparents. e. Nobody has three parents. Everybody has more than one parent. Therefore everybody has two parents.

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