Solution of the K3 Option 08 (Fig. 0 cond. 8) Targ 1988

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The solution to the problem K3 Option 08 on the theoretical mechanics of the training manual Targ SM 1988 .. Conditions to the problem of kinematics №2 (p. 26 in the training manual Targ SM): a rectangular plate (Fig. K3.0 K3.5-) or circular plate of radius R = 60 cm (Fig. K3.6 -K3.9) rotates about its axis at a constant angular velocity "omega", given in Table Q3 (minus sign if the direction of "Omega" is opposite to that shown in the figure). The rotation axis in Fig. K3.0 K3.3 and K3.8,, K3.9 perpendicular to the plane of the plate and passes through the point (plate rotates in its plane); Fig. K3.4, K3.7 OO1 rotation axis lies in the plane of the plate (plate rotates in space). At the plate along the line BD (Fig. K3.0 K3.5-) or a circle of radius R, m. E. The rim of the plate (Fig. K3.6 K3.9-) moves point M. Law its relative motion, expressed by the equation s = AM = f (t) (s - in centimeters, t - in seconds) specified in Table. R ^ separately for rice. K3.0 K3.5, and Fig. K3.6 K3.9, while in Fig. 6-9 s = AM and measured along the arc of a circle; ibid given dimensions b and l. In all the figures the point M are shown in a position in which s = AM> 0 (if s <0, the point M is on the other side of the point A). To determine the absolute speed and the absolute acceleration of the point M at time t1 = 1 sec.

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After payment you can directly download and print the solution of K3 B08 (Figure 8 0 condition) for teormeh of Reshebnik Targ SM 1988 for part-time students. The solution is designed for methodical instructions and control tasks for external students of energy and other specialties. The decision formalized in format word, archived to the archive zip. The decision is part of the product at a discount, "Targ SM 1988 decision 10 14 tasks option."

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