Given values: T1:300 °K P1 100 KPa Pa/P1 10 P2-P3-300 KPa T,-300 °K n-1 8-1 TgT8-1400 "к PPP,-300 KPa Solve for ηcycle, w andr bw
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OOK ? HP Le HP ycle 2. P4 Ts.oo 10 Given values: T1:300 °K P1 100 KPa Pa/P1 10 P2-P3-300 KPa T,...
6. Consider the weighted voting system [23:8,9,15,8]. Find the Banzhaf power distribution of this weighted voting system. (P1P2,P3) (P1,P2,P4) P1,P3,P4) P2 P3P4) (P1,P2,P3,P4) P1.P2) P1P3) Player...
6. Consider the weighted voting system [23:8,9,15,8]. Find the Banzhaf power distribution of this weighted voting system. (P1P2,P3) (P1,P2,P4) P1,P3,P4) P2 P3P4) (P1,P2,P3,P4) P1.P2) P1P3) Player Times critical Power index P2.P3) (P2 P4) (P3,P4) P3 7. Cindy, Jamal, Monique, and Ryan are dividing a piece of land using the lone-divider method. The values of the four pieces of land in the eyes of the each player are: Piece 1 35% 20% 25% 15% Piece 2 15% 40% 25% 25% Piece...
p1=2 p2=6 p3=4 p4=8 Q1. [10 points) A perfectly polished round steel specimen with ultimate strength...
p1=2
p2=6
p3=4
p4=8
Q1. [10 points) A perfectly polished round steel specimen with ultimate strength Surat room temperature, as shown below, is subjected to a completely reversed stress cycling with at an operating temperature. Determine the endurance limit at the given conditions and the number of cycles to failure. 300 x (1 + (P, +P_)/20) [MPa] 400 x (1 + (P3 +P)/20) [MPa] 300 x (1 + (P2+Pa)/20) [°C] -37 in — 0.30 in 9 [in R. Note: upload...
Air is compressed steadily by a reversible compressor from 100 kPa and 300 K to 900...
Air is compressed steadily by a reversible compressor from 100
kPa and 300 K to 900 kPa by a 10-kW motor. Assume air is both ideal
and has constant specific heat capacity values determined at room
temperature from Table A-2 at room temperature (300 K).
a) Determine the mass flow rate through the compressor if the
process is isentropic. ( find and identify the work per unit
mass)
b) polytropic with n = 1.2
c) isothermal
d) ideal two-stage polytropic...
Consider the following set of processes (P1 arrived at t=0; burst time=10), (P2 arrived at t=2:...
Consider the following set of processes (P1 arrived at t=0; burst time=10), (P2 arrived at t=2: burst time=8). (P3 arrived at t=3; burst time=3), (P4 arrived at t=10; burst time=4), (P5 arrived at t=12: burst time=1). (P6 arrived at t=15; burst time=4). At (t=20) using RR (Q=3), as process scheduling algorithm, process will be handled P1 Ο P20 P3 O P4 P5 a P6 о
process Arrival Time Burst Time P1 0 10 P2 2 7 P3 4 4 P4 5...
process Arrival Time Burst Time P1 0 10 P2 2 7 P3 4 4 P4 5 2 P5 6 1 I need the solution on non-preemptive SJF & Preemptive SJF the Gantt Chart , Wating time and Average Wating time becouse I am really confused :(
Air flows from a reservoir where P 300 kPa and T 500 K through a throat to section 1 in Fig. 3.4, where there is a normal shock wave. Compute (a) Pi (b) P2 (c) Po2 (d) A 2 (e) Po3 (f)A* (g) P3 (h) To...
Air flows from a reservoir where P 300 kPa and T 500 K through a throat to section 1 in Fig. 3.4, where there is a normal shock wave. Compute (a) Pi (b) P2 (c) Po2 (d) A 2 (e) Po3 (f)A* (g) P3 (h) To3 Air Reservoir Po 300 kPa 12 13 T01-500 K | Shock P100 psia
Air flows from a reservoir where P 300 kPa and T 500 K through a throat to section 1 in Fig....
PROBLEM 1 (50 points) Pa= 100 kPa D=0.1 m Po=500 kPa To-300 K Convergent nozzle alone Nozzle Exit Pa 100 kPa f- 0.005 D= 0.1 m Po=500 kPa To-300 K Convergent nozzle + pipe L= 10 m Nozzle Exit Pipe Ex...
PROBLEM 1 (50 points) Pa= 100 kPa D=0.1 m Po=500 kPa To-300 K Convergent nozzle alone Nozzle Exit Pa 100 kPa f- 0.005 D= 0.1 m Po=500 kPa To-300 K Convergent nozzle + pipe L= 10 m Nozzle Exit Pipe Exit A convergent nozzle of diameter D = 0.1 m is connected to a reservoir with pressure po=500 kPa The convergent nozzle supplies flow to a pipe of equal diameter with length L = 10 m and friction factor f...
Consider a problem with seven items whose weight and values are given below. w1, w2,.., W7 (40, 50, 30, 10, 10, 40, 30) p1, p2,.,, p7 (40, 60, 10, 10, 3, 20, 60) The total allowable weight in the...
Consider a problem with seven items whose weight and values are given below. w1, w2,.., W7 (40, 50, 30, 10, 10, 40, 30) p1, p2,.,, p7 (40, 60, 10, 10, 3, 20, 60) The total allowable weight in the knapsack w = 100, solve this problem using backtracking and draw a complete DFS tree.
Consider a problem with seven items whose weight and values are given below. w1, w2,.., W7 (40, 50, 30, 10, 10, 40, 30) p1, p2,.,, p7...
all the information is all the same from the first picture. P2, P3, P4, PO [The...
all the information is all the same from the first
picture.
P2, P3, P4, PO [The following information applies to the questions displayed below.) Wells Technical Institute (WTI), a school owned by Tristana Wells, provides training to individuals who pay tuition directly to the school. WTI also offers training to groups in off-site locations. WTI initially records prepaid expenses and unearned revenues in balance sheet accounts. Its unadjusted trial balance as of December 31 follows along with descriptions of items...
174 2 combustor , =1500 K Problem 2 (22 pts): Brayton cycle and entropy calculations An...
174 2 combustor , =1500 K Problem 2 (22 pts): Brayton cycle and entropy calculations An open Brayton cycle is used to generate electricity. Air enters the isentropic compressor at T1 = 300 K and P1 = 100 kPa with a mass flow rate m = 1.5 kg/s. The combustor can be modeled as a constant-pressure heat exchanger, supplying 1540 kW of thermal power to the air from a thermal reservoir (Th = 1750 K). Air enters the isentropic turbine...
6. Consider the weighted voting system [23:8,9,15,8]. Find the Banzhaf power distribution of this weighted voting system. (P1P2,P3) (P1,P2,P4) P1,P3,P4) P2 P3P4) (P1,P2,P3,P4) P1.P2) P1P3) Player Times critical Power index P2.P3) (P2 P4) (P3,P4) P3 7. Cindy, Jamal, Monique, and Ryan are dividing a piece of land using the lone-divider method. The values of the four pieces of land in the eyes of the each player are: Piece 1 35% 20% 25% 15% Piece 2 15% 40% 25% 25% Piece...
p1=2
p2=6
p3=4
p4=8
Q1. [10 points) A perfectly polished round steel specimen with ultimate strength Surat room temperature, as shown below, is subjected to a completely reversed stress cycling with at an operating temperature. Determine the endurance limit at the given conditions and the number of cycles to failure. 300 x (1 + (P, +P_)/20) [MPa] 400 x (1 + (P3 +P)/20) [MPa] 300 x (1 + (P2+Pa)/20) [°C] -37 in — 0.30 in 9 [in R. Note: upload...
Air is compressed steadily by a reversible compressor from 100
kPa and 300 K to 900 kPa by a 10-kW motor. Assume air is both ideal
and has constant specific heat capacity values determined at room
temperature from Table A-2 at room temperature (300 K).
a) Determine the mass flow rate through the compressor if the
process is isentropic. ( find and identify the work per unit
mass)
b) polytropic with n = 1.2
c) isothermal
d) ideal two-stage polytropic...
Consider the following set of processes (P1 arrived at t=0; burst time=10), (P2 arrived at t=2: burst time=8). (P3 arrived at t=3; burst time=3), (P4 arrived at t=10; burst time=4), (P5 arrived at t=12: burst time=1). (P6 arrived at t=15; burst time=4). At (t=20) using RR (Q=3), as process scheduling algorithm, process will be handled P1 Ο P20 P3 O P4 P5 a P6 о
Air flows from a reservoir where P 300 kPa and T 500 K through a throat to section 1 in Fig. 3.4, where there is a normal shock wave. Compute (a) Pi (b) P2 (c) Po2 (d) A 2 (e) Po3 (f)A* (g) P3 (h) To3 Air Reservoir Po 300 kPa 12 13 T01-500 K | Shock P100 psia
Air flows from a reservoir where P 300 kPa and T 500 K through a throat to section 1 in Fig....
PROBLEM 1 (50 points) Pa= 100 kPa D=0.1 m Po=500 kPa To-300 K Convergent nozzle alone Nozzle Exit Pa 100 kPa f- 0.005 D= 0.1 m Po=500 kPa To-300 K Convergent nozzle + pipe L= 10 m Nozzle Exit Pipe Exit A convergent nozzle of diameter D = 0.1 m is connected to a reservoir with pressure po=500 kPa The convergent nozzle supplies flow to a pipe of equal diameter with length L = 10 m and friction factor f...
Consider a problem with seven items whose weight and values are given below. w1, w2,.., W7 (40, 50, 30, 10, 10, 40, 30) p1, p2,.,, p7 (40, 60, 10, 10, 3, 20, 60) The total allowable weight in the knapsack w = 100, solve this problem using backtracking and draw a complete DFS tree.
Consider a problem with seven items whose weight and values are given below. w1, w2,.., W7 (40, 50, 30, 10, 10, 40, 30) p1, p2,.,, p7...
all the information is all the same from the first
picture.
P2, P3, P4, PO [The following information applies to the questions displayed below.) Wells Technical Institute (WTI), a school owned by Tristana Wells, provides training to individuals who pay tuition directly to the school. WTI also offers training to groups in off-site locations. WTI initially records prepaid expenses and unearned revenues in balance sheet accounts. Its unadjusted trial balance as of December 31 follows along with descriptions of items...
174 2 combustor , =1500 K Problem 2 (22 pts): Brayton cycle and entropy calculations An open Brayton cycle is used to generate electricity. Air enters the isentropic compressor at T1 = 300 K and P1 = 100 kPa with a mass flow rate m = 1.5 kg/s. The combustor can be modeled as a constant-pressure heat exchanger, supplying 1540 kW of thermal power to the air from a thermal reservoir (Th = 1750 K). Air enters the isentropic turbine...
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