The resultant force is the vector sum of the product of acceleration and mass of each part of the whole,
The product of acceleration and mass is force
F=ma
in other words
The resultant force is the vector sum of the forces of each part of the whole
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- 1. How to memorize the formula of the vertical and parallel coordinates of two vectors?
- 2. To find the coordinate vector, vertical and parallel calculation formula
- 3. If the vector a = (0,3) and the vector b = (- 4,4), then the scalar product of the vectors a and B is?
- 4. The scalar product problem of the first higher vector: we know that the vector a = (1 + √ 3), the angle between B and a is 3 / π, and a * b = 4 It is known that the vector a = (1 + √ 3), the angle between B and a is 3 / π, and a * b = 4 (1) Find the vector B; (2) Let m = a + KB, n = 3ka-2b (k is a positive real number). When m ⊥ n, whether M + N and a are collinear or not is the reason
- 5. Given the vector | a | = 4 and the vector | B | = 3, the scalar product is obtained under the following conditions: 1 / vector a is perpendicular to vector B 2 / the angle between vector a and vector B is 60 ° 3 / vector a is parallel to B
- 6. What is the outer product of a vector, what is its geometric and arithmetic significance, and how to find it?
- 7. What does the square of vector a represent? What is the geometric meaning? Such as the title
- 8. On the inner product of vector How did the vector inner product formula come from? What's the reason for the inventor to stipulate that, and the vector multiplied by the vector is a constant
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- 10. What is the inner product of a vector? What's the use?
- 11. The concept of vector?
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- 19. Given the coordinates of two points, how to calculate the vector determined by these two points? For example, if the coordinates of point a are (x1, Y1, z1), and the coordinates of point B are (X2, Y2, Z2), can the vector coordinates determined by point a and point B be calculated? How to calculate?
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