Question: ANSWER WITHOUT EXCEL PLEASE A Department has 5 machines that each run for an average of 8.4 hours (exponential) before service is required, service time

ANSWER WITHOUT EXCEL PLEASE A Department has 5 machines that each run for an average of 8.4 hours (exponential) before service is required, service time average is 1.6 hours (Exponential)

1. While running, each machine can produce 120 pieces per hour. with one server, what is the average hourly output actually achieved?

2. With 2 servers, what is the probability that a machine would be served immediately when it requires service?

3. If Machine downtime cost is $100 per hour per machine, and server time costs $30 per hour, how many servers would be optimal?

Please DO NOT use EXCEL

Step by Step Solution

There are 3 Steps involved in it

1 Expert Approved Answer

Step: 1 Unlock blur-text-image

Question Has Been Solved by an Expert!

Get step-by-step solutions from verified subject matter experts

Step: 2 Unlock

Step: 3 Unlock

Students Have Also Explored These Related General Management Questions!

A department has 5 machines that each run for an average of 8.4 hours (exponential) before service is required. Service time average is 1.6 hours (exponential). N = 5 T = 1.6 U = 8.4 X=T/(T + U) =...

A department has 5 machines that each run for an average of 8.4 hours (exponential) before service is required. Service time average is 1.6 hours (exponential). N = 5 T = 1.6 U = 8.4 X = T / ( T + U)...

A department has 5 machines that each run for an average of 8.4 hours (exponential) before service is required. Service time average is 1.6 hours (exponential). \[ \begin{array}{l} N=\quad T=\quad U=

A department has 10 machines that each run for an average of 5 hours (exponential) before service is required. Service time average is 5 hours (exponential). Using the information from above go to...

A department has 4 machines that each run for an average of 6 hours (exponential) before service is required. Service time average is 0.5 hours (exponential). (HINT FINITE SOURCE) (i) While running,...

A department has 10 machines that each run for an average of 12 hours (exponential) before service is required. Service time average is 8 hours (exponential). N= A T= A U= X=T/(T +U) = A/ Using the...

A department has 10 machines that each run for an average of 8 hours (exponential) before service is required. Service time average is 2 hours (exponential). N= A T = U= A X=T/T + U) = A Using the...

Question 9 (1 point) A department has 10 machines that each run for an average of 41 hours (exponential) before service is required. Service time average is 9 hours (exponential). N= A T= U= A...

A department has 10 machines that each run for an average of 7 hours (exponential) before service is required. Service time average is 3 hours (exponential). N = X=T/(1+U) = Using the information...

use the case to answer this question. using excel provide a step by step solution to determine how many cooks and waiters will be needed to staff a new dinner service? what assumptions can made based...

Analyzing the profitability of restaurants requires consideration of their strategies with respect to ownership of restaurants versus franchising. Firms that own and operate their restaurants report...

Trace amounts of sulfur (S) in coal are burned in the presence of diatomic oxygen (O2) to form sulfur dioxide (SO2). Determine the minimum mass of oxygen required in the reactants and the mass of...

ualified business income, allocated wages, unadjusted basis of qualified property need this as well

As the manager of Smith Construction, you need to make a decision on the number of homes to build in a new residential area where you are the only builder. Unfortunately, you must build the homes...