Answer: Ambiguity aversion
Explanation:
In economics and decision theory in general, ambiguity aversion refers to the preference for known risks over unknown risks. This means that in a scenario in which there´s an option in which probable outcomes are unknown, people would rather choose an option in which probable outcomes are known.
No to be confused with risk aversion, which only applies to situations where each probable outcome can be established.
Sigmund Freud and Josef Breuer proposed that allowing patients to discuss their problems under hypnosis would provide a therapeutic emotional release. This emotional release called <u>Catharsis</u>.
An emotional release is called a catharsis. This emotional release is connected to a need to resolve unconscious tensions, according psychoanalytic thought. For instance, feeling stressed out about a situation at work may result in agitation and tension.
Over time, intense and challenging sensations may become more prominent as a result of trauma, stress, worry, fear, and wrath. In emotional release there comes a time when it seems like there is just too much emotion and upheaval. If they can't find a means to let go of this bottled-up feeling, people may even feel as though they are about to "explode."
To know more about emotional release
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The answer is chief executive. This applies to the President
of the United States who also goes by this title in government being that he is
the elected leader of the government’s executive branch. In military matters, he is the
commander-in-chief.
Answer:
At first you must be sure that your business will produce a profit so you should check the market of the supply and demand and make sure that you won't fold up. Also your business have to bring you joy and pleasure. You should like what you do - it is the main point. If you don't like what you do it will never work properly.
Explanation:
Answer:
Spring constant, K = 415.9 N/m
Explanation:
The period of vibration of a spring, T, is given by:
T = 2√m/K
Where m = mass of the body in kg, K = spring constant or force constant or elastic constant or stiffness in Nm-1
Making K the subject of the expression,
K = m(2)2/(T)2
K = 4m()2/(T)2
Where m = 0.38kg, = 3.14285714286, T = 0.19s
K = 4 x 0.38 (3.14285714286)2 / (0.19)2
K = 4 x 0.38 x 9.87755102043 / 0.0361
K = 15.0138775511 / 0.0361
K = 415.9 Nm-1
