Instructions. For the given data, provide the following. • Complete Network Diagram highlighting the critical path and showing ES, LS, EF, LF Identify the paths, their duration and slack Provide the table showing ES, LS, EF, LF. TF. FF and remarks. Given: A. B, and C are starting activities D follows A while E follows C B. D and E precede J Kand F cannot start until B, D and E are completed G follows Cand precedes H and I H and I cannot proceed until F is completed L follows K and precedes N • J precedes P, M and S H. I. and P must be completed before Q can start Land M must be completed before N can start • O follows N while R follows Q R, O and S are ending activities Dummy activity x is provided after activity I NORMAL TIME ACTIVITY ES LS EF LF TF FF REMARKS 12 D E 4. 4. 10 M

I hope you can help me with this. This is civil engineering orientation subject.I need a Pert chart.

Problem: (No. 1 on page 243) Draw an arrow diagram for each of the following activities. Draw all arrows in a left-to-right direction. Assume the data will be computer input in standard i-j notation. Show all necessary dummies, but do not include any redundant dummies. The activities and their dependencies are as follows: Activity Depends on Activity Depends on В. С. Е F. G A B A J в D A K H, I H, J D D M G D. K, L, M Solving process:

For the following schedule, draw the node network, perform the CPM calculations, mark the critical path, and complete the table.   Please use the format in screenshot 24 exactly as it requires.

7- Give a practical example for each of the following: i. Start-to-Start (SS) relationship only. ii. Finish-to-Finish (SS) relationship only. S relationship without lag, no FF relationship is required. Ss relationship with lag, no FF relationship is required. ii. iv. V. FF relationship with lag and without lag.

For the followign schedule, draw the node network, perform the CPM calculations, mark the critical path, and complete the table.   See attached images.

Problem 2. Dijkstra's Algorithm Find the minimum cost (time) path from node A to all other nodes in the network shown below: 1-45 North US 290 I-610 A 3.5 min 20 min 2.0 min 15 min I-10 West 4.0 min 3.0 min 3.0 min US 59 K 4.0 min Solve the problem using the Dijkstra algorithm. Apply the notation explained in the lecture.

LINEAR PROGRAMMING. A certain farm has two kinds of fruit-bearing trees, namely: MANGO and GUYABANO. The farm owner employed eight farmers who were going to help each other in order to harvest and pack the said fruits. The farmer owner assigned 5 farmers for harvesting the fruits and 3 farmers to do the packing. Harvesting a bag of mango takes 4 hours while a bag of guyabano takes 2 hours. On the other hand, packing a bag of mango takes 2 hours while a bag of guyabano takes 3 hours. Each of the farmers worked 8 hours a day. Selling these two kinds of fruits in the market, provide the following information; the mango is sold at P50 per bag while guyabano is sold at P80 per bag. The farm owner would like to maximize the profit for the day. Using linear programming, determine how many bags of mango and how many bags of guyabano were to be sold in the market in a day in order to maximize the profit. In line with your answer on the number of bags to be sold in the market, compute for the…

Week 13 Linear Equation of Order One Name: Problem Set 13 Solve for the general solutions of the following DE: 1.y' = x - 2y

Please answer correctly, PLEASE! Thank you I will ?