What does W. Z. B. W. mean in GERMAN
W. Z. B. W. is a German abbreviation that stands for "was zu beweisen war" and translates to "what was to be proven" in English. It is commonly used in mathematical and scientific contexts to indicate the end of a proof or demonstration.
w. z. b. w. meaning in German in International
w. z. b. w. mostly used in an acronym German in Category International that means was zu beweisen war
Shorthand: w. z. b. w.,
Full Form: was zu beweisen war
For more information of "was zu beweisen war", see the section below.
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Meaning of W. Z. B. W.
W. Z. B. W. signifies that the preceding argument or reasoning has successfully demonstrated the validity of the statement or proposition being considered. It serves as a formal conclusion, indicating that the proof has been completed and that the desired result has been established.
Usage of W. Z. B. W.
W. Z. B. W. is typically placed at the end of a mathematical proof or scientific demonstration to indicate that the objective has been achieved. It is used to convey the idea that the preceding steps have logically and conclusively led to the desired outcome.
Importance of W. Z. B. W.
W. Z. B. W. plays a crucial role in mathematical and scientific discourse:
- Provides Closure: It signals the completion of a proof or demonstration, providing a sense of closure and satisfaction.
- Indicates Validity: W. Z. B. W. assures the reader that the proof is sound and that the statement or proposition has been rigorously established.
- Supports Credibility: It enhances the credibility of the argument by demonstrating that the author has followed a logical and rigorous approach.
Essential Questions and Answers on was zu beweisen war in "INTERNATIONAL»GERMAN"
What does "w. z. b. w." mean?
"w. z. b. w." is an abbreviation for the German phrase "was zu beweisen war," which means "which was to be proven" or "Q.E.D." (quod erat demonstrandum). It is a mathematical term used to indicate the end of a proof or demonstration, signifying that the desired result has been successfully established.
How is "w. z. b. w." used in mathematical proofs?
In mathematical proofs, "w. z. b. w." is typically placed at the end of the proof after all of the necessary steps have been taken to demonstrate the desired result. It serves as a formal declaration that the proof is complete and the desired result has been established beyond doubt.
Is "w. z. b. w." still commonly used in mathematical writing?
While "w. z. b. w." was once commonly used in mathematical writing, its usage has declined in recent times. Modern mathematical writing tends to favor more concise and less formal language, and the use of "w. z. b. w." is now considered somewhat archaic.
Final Words: W. Z. B. W. is an indispensable abbreviation in mathematical and scientific writing. It serves as a formal conclusion, indicating that the preceding proof or demonstration has successfully established the validity of the statement or proposition being considered. By using W. Z. B. W., authors convey that the argument is complete and that the desired result has been achieved.