odd-z in Vietnamese

@Chuyên ngành kỹ thuật
@Lĩnh vực: điện lạnh
-Z lẻ

Sentence patterns related to "odd-z"

1. This species contains two subspecies, Z. z. mangurus and Z. z. zungaro.

Z. zungaro gồm hai phân loài, Z. z. mangurus và Z. z. zungaro.

2. If such a system H(z) is driven by a signal X(z) then the output is Y(z) = H(z)X(z).

Nếu một hệ thống H(z) được điều khiển bởi một tín hiệu X(z) thì đầu ra là Y(z) = H(z)X(z).

3. 'Zebra' begins with Z / 'Z'.

4. The odd willow.

Cây liễu rũ.

5. It was odd.

Thật kỳ quặc.

6. For complex numbers z, Abs [ z] gives the modulus

7. His behavior is odd.

8. What an odd man!

9. Adolescent is a Gen Z agency specializing in Gen Z advertising and Gen Z marketing

10. He's an odd bod.

11. Seems an odd question.

Thật là một câu hỏi kỳ quặc.

12. Ancestor(X, Y) :- parent(X, Z), Ancestor(Z, Y)

13. All varieties with flowers with shades of yellow, orange, red, purple are mainly derived from Z. albomaculata, Z. pentlandii, Z. elliottiana and Z. rehmanni.

Tất cả các dạng có hoa màu vàng, cam, đỏ, tía chủ yếu từ các loài Z. albomaculata, Z. pentlandii và Z. rehmanni.

14. Cartesian Cylindrical Spherical Cylindrical Coordinates x = r cosθ r = √x2 + y2 y = r sinθ tan θ = y/x z = z z = z Spherical Coordinates

15. alkylene; Z?

16. Consecutive odd integers are odd integers that follow each other by the difference of 2

17. It'z Eto'o Ajunku - It'z Eto'o Jay; It'z Eto'o Samuel - It'z Etomelito Ibrahim; It'z Etomi Boy - It'z Etopee; It'z Etsekhumhe Lucky Moso - It'z Etsu Jr

18. Even and Odd Consecutive Integers

19. Apriori Algorithm – An Odd Name

20. He was wearing odd socks.

21. (1) Real numbers are Associative under addition x+(y+z)=(x+y)+z (2) and multiplication x·(y·z)=(x·y)·z

22. Three patterns of n-Alkanets are the odd-to-even carbon predominance, the even-to-odd carbon predominance, and the even and odd carbon predominance coexisting, respectively.

23. Minor radius (z

Bán kính phụ (z

24. Orbits in Axisymmetric Potentials II As for the spherical case, we can reduce the equations of motion to R = @ e @R z = @ e @z with e (R;z) = ( R;z)+ L2 z 2R2 the effective potential

25. Three points (x i , y i , z i), where i = 1, 2, 3, are Collinear if x 2 - x 1 : y 2 - y 1 : z 2 - z 1 = x 3 - x 1 : y 3 - y 1 : z 3 - z 1.