parallelogram of forces in Vietnamese

@Chuyên ngành kỹ thuật
-hình bình hành lực

Sentence patterns related to "parallelogram of forces"

1. These are the opposite sides of the parallelogram.

2. A hexagon, a cube; here comes a parallelogram.

3. They can be combined into a parallelogram.

4. The area of every triangle equals the area of the parallelogram.

5. Given that OABC is a parallelogram.

6. We have learned the area formulas of square, rectangle and parallelogram.

7. The shear changed the quadrilateral into a parallelogram.

8. The diagonals of a ( an ) isosceles [ trapezoid, trapezoid, parallelogram ] are congruent.

9. You give it a push, this becomes a parallelogram.

Hay đẩy nó vào tạo thành một hình bình hành.

10. By the parallelogram rule or constructing a force triangle.

11. Ok, a parallelogram box, but a box nonetheless!

12. The little parallelogram above your top lip is called the filtrum.

13. Teacher: The shape of the parallelogram has changed. What about its perimeter?

14. And, the area of a parallelogram is given by the magnitude of a cross product.

15. The base is a parallelogram in space with sides B and C.

16. This thesis proposes a novel burst detection algorithm, Narrowest Parallelogram Coverage.

17. Its profile was an irregular parallelogram, and it appeared to be made up of interlocking blocks of crystalline metal.

18. of the tines, and simple adjustment of the working depth via locking bolts on the parallelogram.

19. Make sure the students grasp the method of calculating the parallelogram well by doing Exercise

20. The following illustration shows the original image and the image mapped to the parallelogram.

21. Moreover , the parallelogram law is also generalized and some important operator inequalities are established.

22. Explain again, sorry, was the question how a determinant equals the area of a parallelogram? OK.

23. Tables and graphs of the Eigenvalues are presented for various oblique angles and side-ratios of the parallelogram-pipe.

24. Aeroelasticity phenomena involve the study of the interaction between aerodynamic forces and elastic forces (static Aeroelasticity), aerodynamic forces, inertia forces and elastic forces (dynamic Aeroelasticity), and aerodynamic forces, inertia forces, elastic forces and control laws (aero-servoelasticity)

25. We can show that u ( x, t ) can be determined at every point inside the parallelogram OACB.