(10 points): Problem 3 Determine the value of a so that the slope at A is equal to zero. EI is constant. Use moment-area theorem. P L -a-- NN
Q.3 Determine the two forces Fi and F2 so that the particle F is in equilibrium. F, 40 20° F 60 1b tv. Q.3 Determine the two forces Fi and F2 so that the particle F is in equilibrium. F, 40 20° F 60 1b tv.
The structural system shown in the figure is determined, using the moment area method to determine the value of the deflection and slope of point C, that has been identified on the beam. The stiffness value is in accordance with what is shown in the figure, the cross section of the beam is uniform and constant 12 kN/m c3eІ ZEI В A 1 2.4om 3.40 m 5.80 m
(4) For the circuit shown in Fig.3, determine the value of RL so that maximum power is delivered to the load and calculate the value of the maximum power which can delivered to the load. ΚΩ R 3 mA 6ΚΩ 10 V 4K Fig. 3 (1Martie
Determine the order for [SO] in the following reaction 2 SO(g) + O2(g) - 2 SO2(g) [SO]i (M) [O] (M) Initial Rate (MS-1) 0.120 0.100 1.50 x 10-3 0.240 0.100 3.00 x 10-3 0.120 0.200 1.20 x 10-2 QUESTION 27 Determine the order for [O2) in the following reaction 2 SO(g) + O2(g) - 2 SO2(g) [SO]i (M) [O2li (M) Initial Rate (Ms-1) 0.120 0.100 1.50 x 10-3 0.240 0.100 3.00 x 10-3 0.120 0.200 1 1.20 x 10-2 QUESTION...
Determine c so that it Satisfies the condition Determine the constant c so that (x) satisfies the conditions for being a pmf for a random variable X. x + c )15x -1,0, 1,2,3 Find μ, σ, and σ for the pmfgiven in number 2.
Determine the placement d of the pin on the 3-ft-diameter circular gate so that it begins to rotate clockwise (open) when water reaches a height 9ft. What is the resultant force acting on the gate? a=3ft, b=5ft Be sure to include units. ACB
J0 3. Determine cı and cz in f(x) dac1f(0) + cf(1) so that it is exact for all polynomials of as large a degree as possible. Find the degree of precision, on Pharnt.
Determine a, b E R so that the system 6x1 + (2a - 3)x2 + 4ax3 + 324 = 2 + b 4x1 + (2a - 2)x2 + 2axy + 2x4 = 2 4x1 - 2x2 + (4a + 2)x3 + (2a + 2)x1 = 0 201 - 22 + (2a +3)x3 + 2ax 1 = -2b - 2 has (i) a unique solution, (ii) infinitely many solutions, (iii) no solution
Determine if the next sequence is monotonous. If so, indicate if it is increasing, decreasing, not increasing or not decreasing. Www In(n+3) n + 3