Part A: If V = 16V is applied across the whole network(Figure 1) , calculate the voltage across each capacitor. Express your answers using three significant figures separated by commas. (**Answer should be: v1, v2, v3) Part B: Calculate the charge on each capacitor. Express your answers using three significant figures separated by commas. If V = 16V is applied across the whole network(Figure 1) , calculate the voltage across each capacitor. Express your answers using three significant figures separated...
If , Question.7. z, and z, are four solutions for the equation ( 2i32 If z'Ζ,,23,24 and 2. are four solutions for the equation (2-22)--32 and z b. Sketch z,,z,z,,z, and z, on a argand diagram.
The weights of block A and cylinder B are W4 = 250 lb and WB = 100 lb. If the coefficient of friction is 0.35 for all surfaces, determine the maximum force P required for equilibrium. 74% - პეო
For the capacitor network below, calculate when V=16V a) The equivalent capacitance of the parallel group. b) The equivalent capacitance of the entire network. c) The equivalent charge on the equivalent capacitance of the entire network. d) The charge on the 160 mircoFarad capacitor. e) The voltage across the 160 mircoFarad capacitor. f ) The voltage across the parallel capacitor group. 160uF 16°F HA 24uF
2. In these problems, determine a differential equation of the form dy/dt = ay+b whose solutions have the required behavior as t →00. Hint: If y=3 is the equilibrium solution, find an equation to relate a and b to each other. There are many answers that satisfy this, but one governing principle that belies them (a) All solutions approach y = 3. (h) All solutions diverge from u = 1/3
PROBLEM 5 The weights of block A and cylinder B are W4 = 250 lb and W3 = 100 lb. If the coefficient of friction is 0.35 for all surfaces, determine the maximum force P required for equilibrium. 30°
PROBLEM 5 The weights of block A and cylinder B are W4 = 250 lb and WB = 100 lb. If the coefficient of friction is 0.35 for all surfaces, determine the maximum force P required for equilibrium 30°
PROBLEM 5 The weights of block A and cylinder B are W4 = 250 lb and W8 = 100 lb. If the coefficient of friction is 0.35 for all surfaces, determine the maximum force P required for equilibrium 300
PROBLEM 5 The weights of block A and cylinder B are W4 = 250 lb and W3 = 100 lb. If the coefficient of friction is 0.35 for all surfaces, determine the maximum force P required for equilibrium. 30 *
3.2.9502460 Determine the shear force (V) in kN at the point x = 3 m from point A for the beam as loaded in Figure 3.2b6. Given a = 2, b = 2 and w4 = 10. W4 kN/m C B a m b m Figure 3.2b6