Answer:
Benito Mussolini
Explanation:
The given statement was given by Mussolini. In which he states that "the vicissitudes of economic life -- discoveries of raw materials, new technical processes, and scientific inventions -- have their importance, no one denies; but that they suffice to explain human history to the exclusion of other factors is absurd"
Vicissitudes mean the change in circumstances or fortunes , typically one that is unpleasant and unwelcomed
Benito Mussolini was the prime minister of Italy from 1922 to 1943. He was a dictator of Italy and Founder of Fascism. He inspired many leaders of that time like Adolf Hitler.
Maybe socializing can throw horizontal relationships out of balance.
Answer:
Counterbalancing
Explanation:
Order effects is known to be the area of order of treatments in the course of an experiment process. Simply put it this way, putting the treatments in a separate order will cause some changes to the results depending on the order of administration of the treatment just as in the case study.
Order effects could be due to probably anything such as fatigue (from one or two tests), practice (familiar with the testing environment boost performance) or varying Testing Conditions (from the testing environment such as heating, lighting, or ergonomics).
Counterbalancing, comes into play in times of all probable treatments being given in all probable orders can regulate for order effects.
Counterbalancing is a procedure used to solve order effects when employing a repetitive process design. With counterbalancing, the participant sample in our case study is grouped in fours using a within-subjects design with four levels to his independent variable. Conner has ¼ of the participants complete each level in ABCD order, a ¼ of participants in BCDA order, a ¼ of participants in CDAB order, and a ¼ of participants in DABC order.
The varying order effects would be compensated for by this procedure.
For within-subjects design, two major counterbalancing techniques would be used involving subject-by-subject counterbalancing, which regulates progressive error for every subject, and across-subjects counterbalancing that evenly spread progressive error over all subjects.
The answer to this question is True.
