The derivation of the relationship between velocity and displacement in free fall motion

The derivation of the relationship between velocity and displacement in free fall motion

 

Free fall all formulas

2) Free fall motion 1. Initial velocity VO = 0 2. Final velocity VT = GT 3. Falling height h = GT2 / 2 (calculated downward from VO position) 4. Inference vt2 = 2GH note: (1) free fall motion is a uniformly accelerated linear motion with zero initial velocity and follows the law of uniformly variable speed linear motion; (2)...

Research on free fall movement in physics compulsory one of senior high school 1. Two objects fall freely from a balloon at a certain height. After the first object falls for 1s, the second object begins to fall. The two objects are connected together with a 93.1m long soft rope. Ask: (1) how long has the rope been straightened when the second object falls? (2) What is the velocity difference between two objects at the moment of straightening?

1)v1-v2=10m/s
t=93.1/10=9.13s
2) 10m / S (the speed difference remains unchanged, as can be seen from the image)

All calculation formulas of physics compulsory one in Senior High School

Physical theorem, law, formula table 1. Motion of particles (1) ---- linear motion 1) uniform variable speed linear motion 1. Average speed vping = s / T (definition formula) 2. Useful inference vt2-vo2 = 2As 3. Intermediate time speed VT / 2 = vpping = (VT + VO) / 2 4. Final speed VT = VO + at 5. Intermediate position speed vs / 2 =

High school physics compulsory formula and formula derivation (the derivation process should also be urgent!

Here, let the initial velocity be V0, the acceleration be a, and the time be t. first, v = V0 + at, where at is the velocity change, and then the initial velocity is the current velocity. Then, the total displacement S = v0t + 0.5at ^ 2. This formula has two ideas to prove: 1. Because it is a uniformly accelerated motion, the velocity at the middle time, that is, the average velocity, is the initial

The useful inference vt2-vo2 = 2As is derived from the formula? Is the formula vs / 22 = (VO2 + vt2) / 2 also derived?

1. Average velocity vping = s / T (definition formula) 2. Useful inference vt2-vo2 = 2As
3. Intermediate speed VT / 2 = vping = (VT + VO) / 2 4. Final speed VT = VO + at
5. Intermediate position speed vs / 2 = [(VO2 + vt2) / 2] 1 / 2 6. Displacement S = vping t = VOT + at2 / 2 = VT / 2T
7. Acceleration a = (VT VO) / T {taking VO as the positive direction, a and VO are in the same direction (acceleration) a > 0; Reverse then a