1. Construct the equations necessary to introduce pyrophyllite into the activity diagram for microcline in Figure...
Requirement: (1) Draw necessary free body diagrams, (2) write necessary equations, and (3) name the adopted principle 3. The mass of block is 10 kg and the horizontal force applied to the block as shown in Figure below is 100 N. The coefficients of kinetic friction between the block and the inclined plane is μ A 0.2. Determine the acceleration of the block and its direction. Draw free body diagram and write the needed equation (25 points) 30P
2. (8 marks] Design a sequential circuit specified by the state diagram in the figure below, using D flip-flops. A. (4 marks] Construct the state table. B. [3 marks] Write the necessary equations using k-map. C. [1 mark] Implement the circuit. 01/0 ooo 0011 s, lovo 1010 10/0 oo! 10/ S2 01/o
1. Based on the phase diagram in Figure 1, construct the Gibbs free energy curves for the solid and liquid phases at T1,T2, T3 and T4. Assume that A and 8 components are mutually soluble in any amounts in both solid and liquid phases (unlimited solubility) and form ideal solutions. (30 marks) liquid т, T2=Tmg Jie line solid T. O X х,
PROBLEM 3: ACTIVITY-ON-THE-NODE PROBLEM FOR PRECEDENCE DIAGRAM. Figure A-3 shows an activity on the node of the precedence diagram in which the activity durations are shown below the activity numbers in the nodes. The upper numbers represent the activities. Solve for T, T, critical path, TE, FF, INTF and INDF (60 Points) 15 17 14 13 18 12 16 10 FIGURE A-3 TF Total Float FF Free Float INTF #TF-FF INDF Min. EST,-Max. LFTN- Note: Numbers below in the nodes...
Practice Problem (#6): Construct the phasor diagram of the circuit in Figure 6 Include IR,VR, v. 1, and L Suggestion: Build up the diagram with phasors in the indicated order, with the angle of IR arbitrarily set to zero.
9. Given the following information in the table, construct an activity on the node diagram. Label the critical path as well as the early and late start/finish times and the slack for each activity. (20 points) Predecessor Duration (Days) Activity A, B C, D F,G 9. Given the following information in the table, construct an activity on the node diagram. Label the critical path as well as the early and late start/finish times and the slack for each activity. (20...
Consider the representation of the ternary relationship (Figure (a) using three binary relationships (Figure (b)) (1) Construct a simple instance of E, A, B, C, RA, RB, Rc, that cannot correspond to any instance of A, B, C, and R. (11) Modify the E-R diagram (b) to introduce constraints that will guarantee that any instance of E, A, B, C, RA, RB, Rc, that satisfies the constraints will correspond to an instance of A, B, C, and R.
The only limb shown in the figure Draw the free body diagram. Find the dynamic equations of equilibrium. 10 FP 2 m 2 $ x CG 362
Construct a frost diagram for the species in the Latimer diagram in problem 2. Here is problem 2 but I do not need you to do problem 2 I need help with the diagram. Problem 2: Identify the changes in oxidation states in the following equations: Mg (s) + FeSO4 (aq) -> Fe (s) + MgSO4 (aq) 2 HNO3 (aq) + 3 H2S (aq) -> 2 NO (g) + 3 S (s) + 4 H2O (l)
1) Construct an activity on arrow (AOA) network based on the activity description below. Activity Predecessors A - B A C A D A E B, C F E G F H G