Answer:
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The theme of this book is never give up you can always find someway out of a problem especially if you find friends to help you.
Explanation:
By these words, which are part of Johathan's Swift's "A Modest Proposal" (1729), the author is referring to the claim to the throne of England, Ireland and Scotland by James Francis Edward Stuart, son of King James II. The latter was a Catholic King, who had already fathered a daughter named Mary; until James Francis Edward's birth, Mary, who had been raised as a Protestant, was the legitimate heiress to the English throne. James Francis Edward was a Catholic. The English Protestants were reluctant to have a Catholic king, as they did not wish to be under the political influence of the Pope. Therefore, they rebelled against James II, whom they overthrew. Mary and her husband William of Orange then became Protestant Queen and King of England, Ireland and Scotland. Ireland is the "home" to which Swift refers in this statement. Since the Irish were and are Catholic, they wished to help James Francis Edward Stuart regain his position as heir to the British, Irish and Scottish crown. Swift contrasts these irish men with those Protestants who would rather leave England than pay taxes to a Catholic king.
James Francis Edward's attempts to regain the crown were unsuccessful.
What’s the passage? I can’t answer this question if I don’t know the source-
B because it talks about expressing individuality.
Answer:
B. A cross-sectional study.
Explanation:
Observational studies include the observation of the effects of risk factors, diagnostic examinations, treatment or other intervention by the researchers in order to measure certain outcomes.
A cross-sectional study also known as transverse study or prevalence study is a sub-branch of observational study that involves the analysis of data(cross-sectional data) from the population or a representative subset at a precise point of time. Thus, <em>the problem statement provided here illustrates the cross-sectional study as it observes and analyzes cross-sectional data. </em>
