Suppose a junction of width L (see image below) is made too thick for Josephson tunneling and has two very weak shorts at y 0, z = ± L/2. Treat the shorts as & functions with critical = currents Į and find the dependence of Ic of the junctions on B. Repeat for three shorts located at y = 0, z=0, ±L/2. Beyond deriving the Ic (B), make also plots of the Ic (B) dependences you have obtained. Je L 2 ཟས W TB L 12

Project Scheduling and Control A6 – Schedule Crashing UNC CHARLOTTE You pick up the phone and ring Big Mike on the intercom. "Big Mike, I just got off the phone with Patty. We need to talk" you tell him. "Who?" he asks. "Patty. You know, from Patty's Precious Pets. We're paving her parking lot" you explain. "Oh, Patty, yeah. How is she?" Big Mike asks. "She is in a hurry. She wants us to shorten our project. She wants us done by the 22nd. She has some petting zo0 planned for the grand opening and they can only be there on the 26th. She says she needs the 4 days to get ready. So, that ties us to the 22nd» you tell him. "The 22nd?! That only give us...." Big Mike trails off. "18 days. It gives us 18 days. She wants to know how much more it will cost. Let's chat" you tell him. "I'll be in your office in 5 minutes. I'm almost done going through that leveling problem you worked out for me. That's good stuff. We should do more of that" Big Mike says and hangs up. Five minutes later Big Mike…

Maximize p= 2x+3y+1.1z+4w subject to 1.2x+y+z+w<= 81 2.2x+y-z-w>=20 1.x+y+z+1.2w>=21 x>=0, y>=0, z>=0, w>=o p=?(x,y,z,w)= ?

Please answer the chart only. Help me pass my subject. Thank youuu!! :))

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