Examlex
Consider a device that requires two batteries to function.If either of these batteries dies,the device will not work.Currently there are two brand new batteries in the device,and there are three extra brand-new batteries.Each battery,once it is placed in the device,lasts a random amount of time that is triangularly distributed with parameters 15,18,and 25 (all expressed in hours).When any of the batteries in the device dies,it is immediately replaced by an extra (if an extra is still available).Use @RISK to simulate the time the device can last with the batteries currently available.
Viscous Lava
Lava that has a thick, sticky consistency due to high silica content, leading to slow-flowing eruptions.
Landslide Blocks
Large segments of earth or rock that have moved down a slope due to gravity, often resulting from saturation by water, earthquakes, or volcanic activity.
Mudflow Deposits
Sediment left behind by mudflows, which are rapid movements of water and fine particles down slopes.
Mudflows
Rapid downhill movement of water-saturated earth material, primarily composed of mud and often triggered by heavy rain or volcanic activity.
Q3: What is the probability of observing the
Q4: If two events are mutually exclusive, what
Q5: Approximate the percentage of these Internet users
Q14: A company is considering investing a total
Q16: (A) Use @RISK distributions to generate the
Q40: In bidding models, the simulation input variable
Q57: If we want to model the monthly
Q60: A population includes all elements or objects
Q77: The flaw of averages is the reason
Q105: The seasonal component of a time series