Noun
/kraˈkoʊviən ˌmʌltɪplɪˈkeɪʃən/
"Krakowian multiplication" refers to a specific mathematical concept or operation related to the Krakow region or possibly a technique derived from it. However, the term is not widely recognized in standard mathematical terminology or common usage in English. Therefore, its frequency of use is considered low and it might appear more often in specialized mathematical contexts or literature related to specific regions.
Krakowian multiplication is a fascinating approach to solving polynomial equations.
(Krakowian multiplication, bir polinom denklemleri çözmede ilginç bir yaklaşım.)
In some mathematical texts, Krakowian multiplication is explained with real-world applications.
(Bazı matematik metinlerinde, Krakowian çarpımının gerçek dünya uygulamalarıyla açıklandığı görülmektedir.)
The students found Krakowian multiplication challenging yet rewarding to learn.
(Öğrenciler Krakowian çarpımını öğrenmenin zorluklarına rağmen faydalı buldular.)
The term "Krakowian multiplication" is not commonly associated with idiomatic expressions in English, likely due to its specialized nature. Therefore, idiomatic phrases involving "multiplication" will be explored instead.
Multiplication is the key to success—many schools emphasize the importance of learning math early.
(Çarpma, başarının anahtarıdır—birçok okul erken yaşlarda matematik öğrenmenin önemini vurgular.)
In multiplication, every little bit helps when you're trying to gather resources for a project.
(Çarpmada, her küçük katkı bir projeye kaynak toplarken yardımcı olur.)
Multiplication of efforts can lead to greater achievements in community service.
(Çaba çarpımı, toplum hizmetlerinde daha büyük başarılara yol açabilir.)
Multiplication of ideas is crucial for innovation in technology companies.
(Fikirlere çarpım, teknoloji şirketlerinde yenilik için kritiktir.)
Through multiplication of voices, a more powerful movement can emerge.
(Seslerin çarpımı aracılığıyla daha güçlü bir hareket ortaya çıkabilir.)
The word "multiplication" originates from the Latin "multiplicatio," which comes from "multiplicare," meaning "to fold many times." The addition of the prefix "Krakowian" indicates an association with Krakow, a city in Poland, although the exact historical background of the term is not clearly defined in widely available references.
Synonyms: - Repetition - Increase - Amplification
Antonyms: - Division - Reduction - Decrease
The term "Krakowian multiplication" seems to be an obscure or specialized reference rather than a mainstream mathematical concept, which may limit its applicability and relevance in broader discussions about multiplication in mathematics.