There are many examples of Eustress and here I will name just some of them:
The risk associated with an event is the product of the probability of the event occurring and the hazard associated with the event.
It is more LIKELY to have a likely event than a UNLIKELY event.
Associated in the mortgage world most likely will mean a person or thing connected with something else. A good example is the the trustee is associated to the beneficiary of the the note. The association of the trustee and beneficiary should always be separate and independent as to insure a fiduciary duty to the client in event of a foreclosure. If you need to know more please email me at andrew@parkermcqueen.com
A likely event, mathematically, is more then 50% likely to happen. An unlikely event is less then 50% likely to happen.
the same
It is a measure of how likely it is that a specific event will occur.It is a measure of how likely it is that a specific event will occur.It is a measure of how likely it is that a specific event will occur.It is a measure of how likely it is that a specific event will occur.
Two events that have the same chance of happening. For example, if I flip a coin the event of obtaining a 'head' is equally as likely as the event of obtaining a 'tail'. But equally likely does not mean 0.5 probability. It's possible that it's equally likely that someone in Ontario, Canada will die from being stung by a wasp as from being electrocuted in their kitchen at home. Neither event is very likely but the two events could be equally likely.
It represents the approximate number associated with some ongoing event - whatever the event may be.
summer solsticeStonehenge is associated with the summer Solstice.
This cataclysmic event is called eruption.
They are both measures of how likely it is that a particular event will occur.They are both measures of how likely it is that a particular event will occur.They are both measures of how likely it is that a particular event will occur.They are both measures of how likely it is that a particular event will occur.
How likely it is for an event to occur.