In: Advanced Math
Use the following Venn diagram tools to construct diagrams that represent the given syllogistic forms from the Boolean standpoint. Once you have constructed your diagrams, interpret them to determine whether each syllogistic form is valid or invalid from the Boolean standpoint. Indicate your answers using the dropdown menus below each diagram.
Argument 1
Premise 1: | All O are E. |
Premise 2: | All L are O. |
Conclusion: | All L are E. |
This syllogistic form is ________ from the Boolean standpoint.
Argument 2
Premise 1: | All P are T. |
Premise 2: | No B are T. |
Conclusion: | No B are P. |
This syllogistic form is ________from the Boolean standpoint.
Argument 3
Premise 1: | All Z are F. |
Premise 2: | All F are R. |
Conclusion: | Some R are Z. |
This syllogistic form is ________from the Boolean standpoint.
Argument 4
Premise 1: | All C are U. |
Premise 2: | Some U are I. |
Conclusion: | Some I are C. |
UIC
This syllogistic form is ________ from the Boolean standpoint.