It is A. So that I know whether I have identified potential barriers
Answer:
Preferred shares
Explanation:
In simple words, Preferred shares (sometimes known as "preferred") are indeed a type of hybrid security that has both equities and guaranteed income features. A preferred share, like an equity instrument, indicates an ownership stake, has no expiration period and is recorded on the capital side of a corporation 's balance sheet.
The meaning of making "difficult choices" when creating a federal budget is: D. deciding what will be funded and what will be cut.
<h3>What is a federal budget?</h3>
A federal budget refers to a financial plan that is typically used by the government for the estimation of the revenue (taxation) and expenditures (spending) of a country over a specified period of time, which is often one year.
This ultimately implies that, making "difficult choices" when creating a federal budget simply means to decide what will be funded by the government and what will be cut from the budget.
Read more on budget here: brainly.com/question/13964173
#SPJ4
Answer:
The correct answer is Inductive reasoning.
Explanation:
Inductive reasoning is a form of reasoning in which the truth of the premises supports the conclusion, but does not guarantee it. A classic example of inductive reasoning is:
- All the crows observed so far have been black
- Therefore, all crows are black
In principle, it could be that the next crow observed is not black. In contrast to deductive reasoning, inductive reasoning has the advantage of being expansive, that is, the conclusion contains more information than is contained in the premises. Given its expansive nature, inductive reasoning is very useful and frequent in science and in everyday life. However, given its fallible nature, its justification is problematic. When are we justified in making an inductive inference, and concluding, for example, that all crows are black from a limited sample of them? What distinguishes a good inductive argument from a bad one? These and other related problems give rise to the problem of induction, whose validity and importance has continued for centuries.
