Answer: It's true, this is an example of consumer misbehavior, however there are some factors to consider.
Explanation: Although it is pretty evident that Michelle bought the dress in the first place because she liked it, what was done afterwards can be labeled as misbehavior for her plan to have the money back despite the article she already used for the ocassion she planned to attend with it. However, the cashier plays his/her part with the story because there is no evidence of refusal coming from what Michelle intends to do.
Answer: The best example of an operant conditioning is option D. Puckering up after tasting a dill pickle.
Explanation: operant conditioning is type of learning in which the desire and the frequency of a behavior depends on the consequences that follows the behavior. Therefore a behaviour that attracts rewarding and beneficial consequences will occur more, than a behaviour that attracts punishment and regrets.
To pucker up after testing a dill pickle means that the dill pickle was favourable and gives a sweet taste. That means a reward was gotten from tasting a dill pickle, this will increase the likelihood of that behaviour to occur, that means the individual will always want to taste a dill pickle.
In this example, Pickering up is the consequences, while tasting a dill pickle is the behavior.
1: Peninsula
2: Volcanoes
3: 4
4: Destructive Waves
Hope this helps!
Hofstede's power distance dimension focused on how a society deals with the fact that people are unequal in physical and intellectual capabilities.
<h3>What is
distance dimension?</h3>
The linear distance between two referenced elements is represented by distance dimensions. When using faces (or edges) as reference elements, the extension line begins at the vertex closest to the point where you click. The reference position is defined by this vertex. The illustration below depicts an example of distance dimensions.
Distance Formula in Three Dimensions
Algebraic expression that gives the distances between two points in terms of their coordinates (see coordinate system). The distance formulas for points in rectangular coordinates in two- and three-dimensional Euclidean space are based on the Pythagorean theorem.
An object's distance can be defined as the object's entire path traveled.
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I believe the answer is B. I could be wrong I’m not 100% sure
