Question: On August 24, 1673, Dutch captain Anthonio Colve took over the colony of New York from England and rechristened it "New Orange" to honor the Prince of Orange, King William III. However, facing defeat from the British and French, who had teamed up to destroy Dutch trading routes, the Dutch returned the island to England in 1674.
Is there an answer to this question: What was the date of Anthonio Colve's capture of New York?

Answer: August 24, 1673


Question: Over the course of thousands of years, American indigenous peoples domesticated, bred and cultivated a large array of plant species. These species now constitute 50–60% of all crops in cultivation worldwide. In certain cases, the indigenous peoples developed entirely new species and strains through artificial selection, as was the case in the domestication and breeding of maize from wild teosinte grasses in the valleys of southern Mexico. Numerous such agricultural products retain their native names in the English and Spanish lexicons.
Is there an answer to this question: How were new species and strains of crops developed?

Answer: artificial selection


Question: Each republican magistrate held certain constitutional powers. Only the People of Rome (both plebeians and patricians) had the right to confer these powers on any individual magistrate. The most powerful constitutional power was imperium. Imperium was held by both consuls and praetors. Imperium gave a magistrate the authority to command a military force. All magistrates also had the power of coercion. This was used by magistrates to maintain public order. While in Rome, all citizens had a judgement against coercion. This protection was called provocatio (see below). Magistrates also had both the power and the duty to look for omens. This power would often be used to obstruct political opponents.
Is there an answer to this question: Who had the right to grant powers to a magistrate?

Answer: People of Rome


Question: Sub- and quotient groups are related in the following way: a subset H of G can be seen as an injective map H → G, i.e. any element of the target has at most one element that maps to it. The counterpart to injective maps are surjective maps (every element of the target is mapped onto), such as the canonical map G → G / N.y[›] Interpreting subgroup and quotients in light of these homomorphisms emphasizes the structural concept inherent to these definitions alluded to in the introduction. In general, homomorphisms are neither injective nor surjective. Kernel and image of group homomorphisms and the first isomorphism theorem address this phenomenon.
Is there an answer to this question: What is an example of a surjective map?

Answer:
canonical map