MTH601 Finalterm Quiz solution by taleemi markaz part 2 скачать в хорошем качестве

MTH601 Finalterm Quiz solution by taleemi markaz part 2

MTH601 FinalTerm Quiz (Lecture 23-45) with 100% accurate Solution For More Parts Click the Links below. Part 1    • MTH601 FinalTerm Quiz by taleemi markaz   #MTH601finalQuiz #virtualuniversity #virtualuniversityofpakistan #bsmath #operationresearch #MTH601FinaltermQuiz #MTH601 For More Quiz Keep visiting our Channel "TALEEMI MARKAZ". Don't Forget to Subscribe our Channel. Thanks Questions: During a replacement if the value of money decreases at the rate of 3% then the present worth factor of unit amount to be spent after one year is given by In sequencing problems, the Johnson’s algorithm in finding the optimal ordering of 𝒏 jobs through 𝟑 machines can be applied, if the problem is converted into following number of machines problems If the money carries a rate of interest of 12% per year, the present worth factor of one rupee due in one year is Degeneracy in a 𝟓×𝟔 transportation problem occurs when the number of occupied cell is less than We go in probabilistic replacement model when period between installation and failure is If a basic feasible solution contains less than "𝒎+𝒏−𝟏" (Here 𝒎 is the number of rows, 𝒏 is the number of columns in transportation problem) non negative allocation, then it is said to be Using Vogel’s Approximation Method. These below are the three cells which can be next cell 𝑰 𝑺𝟑→𝑫𝟐 𝑰𝑰 𝑺𝟐→𝑫𝟐 𝑰𝑰𝑰 𝑺𝟏→𝑫𝟑 Which one is the correct option? If the mean arrival and mean service rate are 4 and 7 respectively in a queue then expected waiting time in the system is In a bank, every 15 minutes one customer arrives for cashing the cheque. The staff in the payment counter takes only 10 minutes for serving a customer on an average, then the service rate "𝝁"=__________ A duplicating machine maintained for office use is used and operated by people in the office who need to make copies. Since the work to be copied varies in length (number of pages of the original) and copies required, the service rate is randomly distributed, the arrival rate is 5 per hour and the service rate is 10 per hour then the equipment utilization "𝝆" is equal to A repairman services three machines. For each machine the time between service requirements is 8 hours following exponential distribution. The time of repair also has the same distribution with a mean of 2 hours. Then the average rate "𝝀" is If "𝑵_𝒊 " be the Number of replacement made at the end of the 𝒊^𝒕𝒉 week and "𝑷_𝒋 " be the probability of failure during the 𝒊^𝒕𝒉 week, then 𝑵_𝒊=____________ A repairman services three machines. For each machine the time between service requirements is 8 hours following exponential distribution. The time of repair also has the same distribution with a mean of 2 hours. Then the mean service time "𝝁" is The present worth of a rupee to be spent after a year is denoted by 𝒗 and given by Formula for a geometric series "𝒙+𝒗𝒙+𝒗^𝟐 𝒙+…+𝒗^(𝒏−𝟏) 𝒙" is In replacement Models, Capital Cost = (Item/Machine Cots) – (---------------). While solving a linear programming problem by big M-Method, traditionally the ______ variables are chosen in the initial basic feasible solution. In two method, for the phase-I, a new objective function in terms of artificial is to be _______ If an LP problem contains large number of constraints and a smaller number of variables then which of the following will reduce the computational burden in finding its solution? Which of the following difficulty may found while attempting an LP problem by M-method?