Translate argument into symbolic form

In summary, the conversation discusses how to translate two statements regarding the human fetus. The first statement states that if we are not certain the human fetus is a person, we must give it the benefit of the doubt. The second statement says that if we are certain the human fetus is a person, we must accord it the right to live. The conversation also includes a link to an important remark and expresses surprise that the translation is not as complicated as initially thought due to the use of "less than certain" and "certain".
  • #1
natalie206
2
0
Hi guys,

maybe you have any idea how to translate this two statements:

If we are less than certain the human fetus is a person, then we must give it the benefit of the doubt. If we are certain the human fetus is a person, then we must accord it the right to live.
 
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  • #2
Let $S$ denote "we are certain the human fetus is a person", $B$ denote "we must give it the benefit of the doubt" and $L$ denote "we must accord it the right to live". Then the first sentence says $\neg S\to B$ and the second one says $S\to L$.

Also see an important remark https://driven2services.com/staging/mh/index.php?posts/101747/.
 
  • #3
Thanks! I thought it's more complicated, because of "less than certain" and "certain".

Thank you!
 

FAQ: Translate argument into symbolic form

1. What is the purpose of translating an argument into symbolic form?

Translating an argument into symbolic form allows for a clearer and more concise representation of the argument's structure and logical relationships. It also helps to eliminate any ambiguity or confusion from the original argument.

2. What are the main components of symbolic form in an argument?

The main components of symbolic form in an argument include variables, logical operators (such as "and", "or", "not"), and quantifiers (such as "forall" and "exists"). These symbols are used to represent the logical relationships between the different parts of an argument.

3. How do you translate a conditional statement into symbolic form?

A conditional statement, also known as an "if-then" statement, can be translated into symbolic form using the arrow symbol (→). The statement "If A, then B" can be translated as A → B.

4. Can arguments with multiple premises and conclusions be translated into symbolic form?

Yes, arguments with multiple premises and conclusions can still be translated into symbolic form. Each premise and conclusion would be represented by a separate statement, and the logical relationships between them can be indicated using the appropriate symbols.

5. Is translating an argument into symbolic form necessary for all scientific research?

No, translating an argument into symbolic form is not necessary for all scientific research. It is typically used in fields such as mathematics and logic, where precise and formal reasoning is crucial. However, in other fields, such as experimental sciences, the use of symbolic form may not be as relevant.

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