I believe you are correct
Answer: The answer is Adaption-level Phenomenon
Explanation: Adaption-level phenomenon is a tendency which people have to adapt fast to a new situation until the situation becomes the norm. They get used to such situation such that it is no longer big deal to them anymore and another new experience is needed. If a new situation seems better than the current state the person feels better but only for a little while, if the situation however feels like a step backward, the person becomes sad and frustrated.
Answer:
Planners should build "Triggers" into their plans so that employees know when they need to get supplies that may be needed for an extended period away from the office.
Explanation:
It is a part of risk management. Trigger is basically taking risks. This can be managed by the Commitment or the support from the top authorities, with communication and changing the work culture and also through information and technology. Risk management is a very important part of running industry and for increasing the effectiveness of the project success. The triggers are mostly updated in the risk registers it has all about the risk response and also to know when risk to occur.
Definitely the flood. If a wire snaps or something, and comes into contact with the water, it can electrocute anyone who comes in contact with the surrounding water.
a young girl lives at home with her obese mother. her mother seldomly cooks and when she does it's not healthy. she spends her days watching cartoon and snacking on chips and candies. when she goes to her next doctors appointment, she is informed that she is obese for her age and is at very high risk for diabetes.
on the other side of town there is a young boy who has not even begun puberty. his father is a champion bodybuilder and his mother is a yoga enthusiast. his father believes the earlier you start them on weights the better. he is shorter than the other boys his age but has much more muscle mass. when he visits the doctor, the doctor tells him he is in the lowest percentile for height.
