quadratic irrational number造句
例句與造句
- then ? is a quadratic irrational number, and its representation as a regular continued fraction is periodic.
- This is just a clarifying "'immediate conclusion "'of the statements about the connection between quadratic irrational numbers and Periodic continued fractions, mentioned in this article!
- When is positive, we get "'real quadratic irrational numbers "', while a negative gives "'complex quadratic irrational numbers "'which are not real numbers.
- When is positive, we get "'real quadratic irrational numbers "', while a negative gives "'complex quadratic irrational numbers "'which are not real numbers.
- By considering the complete quotients of periodic continued fractions, Euler was able to prove that if " x " is a regular periodic continued fraction, then " x " is a quadratic irrational number.
- It's difficult to find quadratic irrational number in a sentence. 用quadratic irrational number造句挺難的