I'm not entirerly sure whether ANY of these statements could be considered untrue.
Socializing up to a certain extent could increase productivity, granted it would be done with work in mind.
B, C, D all are true as these are very commonplace things that can happen at the workplace, while not all are equally probable all of them could happen.
If one really is considered untrue, it most likely would be A.
Answer:
function of poverty
Explanation:
Human body is used by functionalists as an analogy to society. According to functionalists there are various functions which are taken by poors. These functions are either taken by giving high wages or may be because they don't have any other option. These works may be physically unhealthy or dirty, deed-end and underpaid.
Like in the Example poor people volunteer more for drug. It is a dangerous work. The poor people do it either they don't have any other option like someone is ill and he can't pay for medical treatment and they offer him free treatment through drug prescription test. Or may be someone need money and he is doing it. If they were rich there are less chances of doing that work so that why it is called as a function of poverty.
There are similar works which are taken from poor like waste recycling and cleaning of unhealthy places.
Answer with Explanation:
A T-wave is used in "electrocardiography," a diagnostic test for checking the presence of cardiovascular disease. The T-wave is the representation of the ventricle's repolarization.
Repolarization refers to the restoration of the difference that occurs in the charges. Refractory period refers to the "recovery time" of the T-wave. So, the organ will prepare itself for another stimulus. This is significant when it comes to the pacing modes. In this period, the organ doesn't repeat the action and is therefore, given a limit when it comes to a particular action.
Analyzing the refractory period will also tell the abnormalities in a person's T-wave. <u>Thus, it is essential in diagnosing abnormalities, such as cardiac conditions.</u>
