Incorrect Homework Statement: Identifying an Error in a Given Problem

  • Thread starter -EquinoX-
  • Start date
It is actually an irrational and transcendental number with an infinite number of digits after the decimal point. To learn more about pi, visit Wikipedia or check out the first million digits online. In summary, Pi is approximately 3.14, but is actually an irrational and transcendental number with an infinite number of digits. To learn more, visit Wikipedia or check out the first million digits online.
  • #1
-EquinoX-
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Homework Statement



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http://g.imageshack.us/img292/capturedv5.jpg/1/

Homework Equations





The Attempt at a Solution


The one that I check marked is incorrect, am I missing something?
 
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  • #2
-EquinoX- said:
The one that I check marked is incorrect, am I missing something?
You might like to reconsider that statement about pi, Equi.
 
  • #3
hmm.. isn't pi = 3.14?
 
  • #4
-EquinoX- said:
hmm.. isn't pi = 3.14?

Pi is an irrational number, 3.14 is very much rational. What do you think?
 
  • #6
-EquinoX- said:
hmm.. isn't pi = 3.14?

Pi is approximately 3.14 (to two decimal places), not equal to.
 

1. What is the definition of "incorrect" in the context of this question?

Incorrect means not accurate or incorrect in comparison to a set standard or expectation.

2. Can something be considered incorrect in one context but not in another?

Yes, the concept of incorrectness is subjective and can vary depending on the context and perspective.

3. How can we determine which option is incorrect?

In order to determine which option is incorrect, we must have a clear understanding of the criteria or standard being used to judge the correctness of the options.

4. Is it possible for both options to be incorrect?

Yes, it is possible for both options to be incorrect if they both fail to meet the set standard or expectation.

5. Can incorrectness be proven or is it a matter of opinion?

Incorrectness can be proven to a certain extent by using evidence and logical reasoning. However, there may still be some subjectivity involved in determining what is considered incorrect.

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