As shown in the figure, use the spring scale to horizontally pull the object block weighing 10N, place the object block on the horizontal desktop, and gradually increase the tension. When the indication of the spring scale is 2.2n, the object block begins to slide. In order to maintain the uniform movement of the object block, the later tension is only 2.0N. Then the maximum static friction between the object block and the desktop is______ N. The dynamic friction coefficient between the block and the table is __

As shown in the figure, use the spring scale to horizontally pull the object block weighing 10N, place the object block on the horizontal desktop, and gradually increase the tension. When the indication of the spring scale is 2.2n, the object block begins to slide. In order to maintain the uniform movement of the object block, the later tension is only 2.0N. Then the maximum static friction between the object block and the desktop is______ N. The dynamic friction coefficient between the block and the table is __

(1) The wood block is still in equilibrium, and the friction force received by the wood block is equal to the horizontal tension of the spring dynamometer. When the wood block just starts sliding, the friction force is the maximum static friction force. According to the balance conditions, the maximum static friction force is Fmax = 2.2n. (2) the wood block moves at a uniform speed and is in equilibrium, which is obtained from the balance conditions

Physics problems come and help, it's easy! An individual weighs 49n and has a volume of 5 * 10 to the negative third power. When it is put into salt water, what is the buoyancy it receives at rest? When it is put into kerosene, what is the buoyancy it receives at rest? (the density of kerosene is 800kg / m3.) there should be a detailed answer process and explain why. Please!

1) 49n because of floating, the force is balanced
2) The negative third power of 5 * 10 * 800 * g = 40n didn't float this time and sank to the bottom

As shown in the figure, the length of the steel wire of the crane is L = 3M, and the hanging mass below is m = 2.8 × 103kg goods, traveling at a constant speed of V = 2m / s, suddenly braking, what is the tension on the steel wire rope?

After braking, the goods will move in a circle due to inertia. According to Newton's second law,
F-mg=mv2
L
The solution is f = Mg + MV2
L=2.8 × 104+2.8 × one hundred and three × four
3N=3.173 × 104N
Answer: the tension of the steel wire rope is 3.173 × 104N.

The weight of Xiaoting's shoes for rope skipping is 0.4KG. She jumps 180 times in a minute. Assuming that the maximum height of her feet off the ground is 5cm each time, she will rise once. Does she work on the shoes (0.2j)? If the rise time takes 0.3 times of each jump time, what is the average power per rise? G takes 10N Also, I have an exam on Thursday

5cm = 0.05m 0.4KG = 4N w = 0.05 * 4 = 0.2j from w = f * s
Average time for one rise = 60 / 180 * 0.3 = 0.1s
From P = w / T, P = 0.2 / 0.1 = 2W

I hope it can be solved Here is an experimental plan for measuring the density of a non absorbent foam block using the "press in" method. A. Inject an appropriate amount of water into the measuring cylinder and read the water surface indication v1 B. light the foam block into the water and read out the number of V2. C. used balance to measure the quality of foam plastic blocks M D. uses small needles to press the foam blocks into the water just to immerse them. E. take out the foam block and measure its mass by balance M0 (1) You think the above experimental steps () are redundant, and the reasonable experimental order should be () (2) the density of foam plastic is P (this is meat) = (). Uh, missed one There is another sentence behind point D Read the water surface indication v3

B. E is redundant
Reasonable order C, a, D
m/(V3 - V1)
Or, in theory, a balance may not be used
Then C and E are redundant, and the order is a, B and D
ρ = ρ Water * (V2 - V1) / (V3 - V1)
However, this is the wrong experimental method, because the error of reading the scale of the measuring cylinder is much greater than that of the balance. Therefore, when both can be selected, the more accurate measurement method shall be adopted

Thank you first There is a mine with a depth of 100 meters and a ponding of 45 cubic decimeters per minute. In order not to leave water in the mine, at least what power pump should be used to pump water?

Ponding per second is 45 / 60, P = w / T, that is, P is equal to the work done by the water pump in one second
So p = 45 / 60 × one × g × one hundred
If G takes 10, P = 750W