Write a ryvnyannya to the rock of solid body near the unruly axis. Write an ryvnyannya to the ruck of a solid body near the unruly axis Rivnyannya axis y

Tsya stattya є partly by those rіvnyannya right on the square. Here we are selected from both sides: for some reason, the theorems have been brought to the fore, as it is a direct view of the straight line, the distant view is beyond the bounds of the straight line, guided by the innocent people straight from the graphical transitions, in the і guided lectures of the characteristic buildings on the folding of the outhouse іvnyannya straight.

Navigation on the side.

The headquarters of the straight line is the main view.

We will work out the algorithm when the butt is violated.

Butt.

Write parametric straightforward, as given by the straightforward .

Decision.

A selection of guided tours from the house of the straight line to the canonical straight line:

Now we take the lіva and the right of the part of the discarded ryvnyannya equal to the parameter. maєmo

as follows:

From the backward ryvnyannya straightforward mind, rіvnyannya straightforward from the kutovym kofіtsієntom can be deprived of that, if. What is the need to change for the transition? In the first place, in lіvіy zagalnogo іvnyаnnya, it is necessary to transfer only parts of the warehouse with the opposite sign to the right: ... In another way, divide the offended parts of the rejected equality by the number B, as seen from zero, ... І everything.

Butt.

Directly in the rectangular coordinate system Oxy is set to the straight line. Treat the flair of the city straight from the kutovym conference.

Decision.

Necessary activities carried out:

as follows:

If the straight line is set in the main straight line, then it is easy to draw the line straight in the form of a straight line. For the whole, the number C is transferred to the right part of the equality with the opposite sign, the length of the offense of the part of the renounced equal to -C, and in the connection is transferred to the denominators of the performance during the winter x and y:

THE DECISION OF THE INSTALLATION CARTRIDGE FOR THE ADDITIONAL BALISTIC torsion pendulum

Meta robots: vivchennya laws of preservation on the butt of a balistic torsional pendulum.

Attach accessories: balistic torsional pendulum, a set of mounting chucks, a block of seconds.

Description of the experimental setup

Zagalny viglyad of the balistic pendulum of indications for the little one. pіdstava 1 equipped with regulated legs 2 " The column is locked 3 , On the top 4 , lower 5 and middle 6 brackets. Up to the middle bracket is attached with an arrowhead 7 , And also a glimpse of the screen, with a scale applied to the new one 8 i photoelectric sensor 9 ... brackets 4 і 5 can be used for fastening a steel dart 10 The pendulum can be stacked in two bowls, reminiscent of plasticine. 11 , Two peremeshuvanikh vantazhiv 12 , Dvoh stryzhniv 13 , walker 14 .

Robot Visiting Order

1. Having known the screen's insight, install the vantages on the screen r1 from the axis of the wrapping.

3. Insert the cartridge into the spring attachment.

4. Draw out the cartridge from the spring attachment.

6. Turn on the switch for the hour (on the indicator panel, the display shows "0").

7. Bring the pendulum to q1, and let it go.

8. Press the "STOP" button, if the chiller shows nine times, write down the hour of the next ten times t1. Calculate the period T1. Danі enter in the table №1, points 7.8, repeat the number of times.

9. Install the vantages on the country r2. Viconati points 2-8 for r2.

10. Calculate the speed of the formula for five vimiryuvan:

11. Evaluate the absolute miscalculation of the rate by selecting the five value of the rate (Table No. 1).

r = 0.12 m, m = 3.5 m, M = 0.193 kg.

Table # 1

rozrakhunkova chastina

Control food

Formulate the law of saving momentum.

The moment of the pulse of the "cartridge-pendulum" system when the axis is secured:

Formulate the law of energy conservation.

When the pendulum is collapsed, the kinetic energy of the overturned system is kinetic and transforms into a potential elastically deformed dart when it is twisted:

Write a ryvnyannya to the ruck of solid body near the unruly axis

4. How does a torsional pendulum start?

The torsional pendulum is a massive steel shear, rigidly fastened to the vertical dart. At the ends, the shearing is fastened to the bowls with plasticine, which allows the chuck to "stick" to the pendulum. Also on the haircut є there are two of the same vantage, which can move along the haircut and the axis of the wrapping. This is the power of changing the moment of the pendulum's energy. With the pendulum the "walker" is rigidly fixed, which allows the photoelectric sensors to adjust the number of their additional number. Torsional kolivannya amumoted by spring forces, which can be found in darts when tormented. At the same period, the swing of the pendulum:

5. Is it possible, in a way, due to the robotic nature of the mounting chuck?

A (-3; 4), B (2; 1), C (-1; a). It is known that AB = BC. Find a. 3. Radius cola road 6. The center of the circle should be located on the axis Ox and the abscis is positive. the circle pass through the point (5; 0). Draw an equal circle. 4. Vector a codirection with the vector b (-1; 2) and the direction of the vector z (-3; 4). Find the coordinates of the vector a. Urgently Help be weasel! )

vector a (5; - 9). Vidpovid maє buti 2x - 3u = 38.

2. With parallel shifted point A (4: 3) go to point A1 (5; 4). Write a curve, the parabola y = x ^ 2 (with x in the square) - 3x +1 with this rus. View maє buti: x ^ 2 - 5x +6.

given vectors. 3) Formulate and bring the theorem about the spreading of a vector into two non-linear vectors. 4) Explain how to enter a rectangular coordinate system. 5) What are the coordinate vectors? 6) Formulate and inform the statement about the distribution of the pre-determined vector by coordinate vectors. 7) What are the coordinates of the vector? 8) Formulate and bring up the rules for knowing the coordinates of sumi and difference vectors, and also create vectors by a number for the given coordinates of the vectors. 9) What are the radius vectors of a point? Bring the coordinates of the point equal to the coordinates of the vectors. 10) Give the formulas for calculating the coordinates of the vector for the coordinates of the cob and the end. 11) Provide formulas for calculating the coordinates of the vector for the coordinates of its end. 12) Introduce a formula for calculating a vector by its coordinates. 13) Give the formula for calculating the number of points in two points behind the coordinates. 14) To guide the butt to the revision of the geometric design from the fixed method of coordinates. 15) What is the name of this line? Aim the butt. 16) Vivify the stake of a given radius centered in a given point. 17) Write the line of the given radius with the center on the cob of coordinates. 18) Vivify the direct data in the rectangular coordinate system. 19) Write a straight line that passes through the given point M0 (X0: Y0) and parallel axes of coordinates. 20) Write the line of the coordinate axes. 21) Guide the butts of the victorious circle and straight line in the first geometric problems.

2) To mean the space of the vector for two given vectors.
3) Formulate and bring the theorem about the spreading of a vector into two non-linear vectors.
4) Explain how to enter a rectangular coordinate system.
5) What are the coordinate vectors?
6) Formulate and inform the statement about the distribution of the pre-determined vector by coordinate vectors.
7) What are the coordinates of the vector?
8) Formulate and bring the rules of knowing the coordinates of the sumi and the difference vectors, and also create vectors by a number for the given coordinates of the vectors.
9) What are the radius vectors of the point? Bring the coordinates of the point equal to the coordinates of the vectors.
10) Give the formulas for calculating the coordinates of the vector for the coordinates of the cob and the end.
11) Provide formulas for calculating the coordinates of the vector for the coordinates of its end.
12) Introduce a formula for calculating a vector by its coordinates.
13) Give the formula for calculating the number of points in two points behind the coordinates.
14) To guide the butt to the revision of the geometric design from the fixed method of coordinates.
15) What is the name of this line? Aim the butt.
16) Vivify the stake of a given radius centered in a given point.
17) Write the level of the given radius with the center on the cob of coordinates.
18) Vivify the direct data in the rectangular coordinate system.
19) Write a straight line that passes through the given point M0 (X0: Y0) and parallel coordinate axes.
20) Write the line of the coordinate axes.
21) Guide the butts of the victorious circle and straight line in the first geometric problems.

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