Test questions attached need help
In a single channel single server system, if the service rate is 4 per hour and the arrival rate is 6 per hours, what is the average time a unit spends waiting in the system (Wq)?
| | infinite | |
| | approximately 20 minutes | |
| | approximately 40 minutes | |
| | approximately 1 hour |
n the single server single channel queue theory models, the closer μ is to λ, which will be higher?
| | ||
| | ||
| | Po | |
| | Pq |
n a single channel single server system, if the service rate is 4 per hour and the arrival rate is 6 per hours, what is the probability that a unit must wait (Pw)?
| | 33.33% | |
| | 50% | |
| | 66.67% | |
| | 100% |
The price per test is $85, and the variable cost per test is $15. Using this information, what is the breakeven point in volume if the allocated fixed costs were $210,000?
| | 3,000 | |
| | 5,000 | |
| | 7,000 | |
| | 9,000 |
The price per test is $85, and the variable cost per test is $15. What is the contribution margin per test?
| | $65 | |
| | $70 | |
| | $75 | |
| | $80 |
If forecasting using 33 months of historical data, how many months should you forecast if using a regression forecast?
| | 10 | |
| | 11 | |
| | 12 | |
| | 13 |
Using a smoothing constant of 0.3, 0.35, or 0.4 will produce what types of forecasts?
| | equally accurate forecasts | |
| | widely varying forecasts | |
| | forecasts with small variances | |
| | forecasts with statistical differences |