Answer:
The correct option is (e)
Explanation:
Condoms are one of the widely used birth control measures. It is also used to prevent sexually transmitted diseases like HIV, Gonorrhea and Syphilis. It is very important to use it properly as advised for it to be effective.
Among the various recommendations for using condom, it is very important to squeeze out the air present at the tip of the condom before putting it on so as to avoid air bubble. Air bubble could tear the condom making its purpose ineffective.
Answer:
The answer is "Oral reports"
Explanation:
Oral reports are spoken presentations that a person give to an audience on a specific topic. There are two types of oral reports:
- <u><em>Informal oral reports:</em></u> this one is peculiar because it is usually for small groups and there is a present interaction with the audience.
- <u><em>Formal oral reports:</em></u> these are prepared well for an advanced presentation.
Every oral report needs to have these parts:
- Introduction
- Body
- Conclusion
Yes..... I don't see why not.
Answer:
Categorical Logic defines & relates various kinds of logical statements. Traditional square of opposition is a particular relationship between 4 kinds of propositions : A, E, I, O.
Explanation:
Categorical Logic is scientific method of defining & connecting : various statements about - various category or classes of objects.
Traditional square of opposition shows relationship between various kinds of propositions, asserting or denying something about - all or few members of a group :
- A : Universal Affirmative ; eg - 'All S are P'
- E : Universal Negative ; eg - 'No S are P'
- I : Particular Affirmative ; eg - 'Some S is P'
- O : Particular Negative ; eg - 'Some S is not P'
Relationships between them :
- Contradictories : [A, O] & [E , I] : Opposite Truth Value - If one True , other is False & vice versa
- Contraries : [A , E] : Can't be true together, but can be false together
- Subcontraries : [I, O] : Can be true together , but cant be false together
- Sub alternates [A, I] & [E,O] : First 'A' or 'E' true implies second 'I' or 'O' true respectively. Second 'I' or 'O' false implies first 'A' or 'I' false respectively