To Teach Is To Light A Life Forever

Teaching must be approached with a passion not different from loving. Teachers who display an intense love for teaching do inspire their students and infuse them with enthusiasm to take their learning seriously and joyfully.

According to Aruppe, a teacher has to be in love for nothing is more practical for a teacher than falling in love with his calling in an almost absolute way. When you are in love with your teaching, it seizes your imagination, will affect everything in your life. It will decide what will get you out of bed in the morning, what you will do with your evenings, how you spend your weekends, what you read, what you know that breaks your heart, and what amazes you with joy and gratitude.

We teachers are reminded to fall in love with our calling. If we stay in love, it will decide everything. Yes, teaching is tiring, but when we teach, it will light a life forever.

e enjte, 16 gusht 2007

Classification of Proposition

  1. Classification of Propositions – There are four kinds of categorical propositions:

    1. those that assert that the whole subject class included in the predicate class;
    2. those that assert that the whole subject class is excluded from the predicate class;
    3. those that assert that part of the subject class is included in the predicate; and,
    4. those that assert that part of the subject class is excluded from the predicate class.

A

Universal-Affirmative

All S are P

All politicians are honorable men.

E

Universal-Negative

All S are not P

All politicians are not honorable men.

I

Particular-Affirmative

Some S are P

Some politicians are honorable men.

O

Particular-Negative

Some S are not P

Some politicians are not honorable men.

Form A

All S are P asserts that the predicate is affirmed of all members of S, the subject category.

Form E

No S are P asserts that the predicate is denied of all members of S.

Form I

Some S are P asserts that there is at least one member of S and the predicate is affirmed of it.

Form O

Some S are not P asserts that there is at least one of S and the predicate is denied of it.

All S are P

Every member of the S class is a member of the P class; that is, the S class is included in the P class.

No S are P

No member of the S class is a member of the P class; that is, the S class is excluded from the P class.

Some S are P

At least one member of the S class is a member of the P class.

Some S are not P

At least one member of the S class is not a member of the P class.

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