Waiting for answer This question has not been answered yet. You can hire a professional tutor to get the answer.

# write out a categorical syllogism using standard form, Philosophy Assignment Homework Help

(in the space provided, either write out a categorical syllogismusing standard form categorical propositions (i.e., write out the As, Es, Is,and Os, using whichever symbols for the terms you like) according to the moodand figure provided, or do the reverse, moving from the standard formcategorical syllogism provided to its mood and figure. In the case of therules, simply tell me which, if any, rules are broken. In the case wheremultiple rules are broken, you only have to tell me one of them. They will notall break rules, however…) (**4 pointseach**)

**36**. Go from this mood and figure to the regular, standard formcategorical syllogism:

OAE-3

**37**. Go from this mood and figure to theregular, standard form categorical syllogism:

EEE-3

**38**. Go from this standard formcategorical syllogism to its mood and figure:

All M are P

Some Sare M

Hence, SomeS are P _________________________

**39**. Tell which rules, if any, arebroken in the following categorical syllogism:

All M are P

Some Sare M

Hence, SomeS are P _________________________

**40**. Tell me which rules, if any, arebroken in the following categorical syllogism:

OIE-4

_________________________

** ProvingImmediate Inferences **(Using the operations (obversion, conversion, andcontraposition) we talked about from 4.4 and the rules (contrary, subcontrary,subalternation, and contradictory) we talked about in 4.5, show how we canderive the conclusions provided from the premises. That is, show me the stepsyou need to take from premise to conclusion—appealing only to the foregoingrules and operations. Be sure to indicate which rules/operations you haveappealed to in order to derive the line you’re on. An example is providedbelow.) (**3 points each**)

Example: (correctanswer)

All I are C AllI are C

Some C are I SomeI are C (by subalternation)

SomeC are I (by conversion)

**41**. It is false that some F are not A

It is false that all A are non-F

**42**. It’s false that some I are not S

Some S are not non-I

**43**. It’s false that no U are F

Some F are not non-U

**44**. All I are C

Some C are I

**45**. No G are E

Some non-E are not non-G

**46**. It’s false that some F are U

All F are non-U

**47**. All E are A

It’s false that all A are non-E

**48**. No P are F

It is false that some F are not non-P

**49**. It is false that some G are B

Some non-B are G

**50**. Some P are not non-S

It is false that no S are P