Problem: Versions of revived Palladian architecture dominated English country house architecture. Houses were increasingly placed in grand landscaped settings, and large houses were generally made wide and relatively shallow, largely to look more impressive from a distance. The height was usually highest in the centre, and the Baroque emphasis on corner pavilions often found on the continent generally avoided. In grand houses, an entrance hall led to steps up to a piano nobile or mezzanine floor where the main reception rooms were. Typically the basement area or "rustic", with kitchens, offices and service areas, as well as male guests with muddy boots, came some way above ground, and was lit by windows that were high on the inside, but just above ground level outside. A single block was typical, with a perhaps a small court for carriages at the front marked off by railings and a gate, but rarely a stone gatehouse, or side wings around the court.
What area had high windows just below ground level?
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Answer: unanswerable

Problem: Since the founding of Freemasonry, many Bishops of the Church of England have been Freemasons, such as Archbishop Geoffrey Fisher. In the past, few members of the Church of England would have seen any incongruity in concurrently adhering to Anglican Christianity and practicing Freemasonry. In recent decades, however, reservations about Freemasonry have increased within Anglicanism, perhaps due to the increasing prominence of the evangelical wing of the church. The former Archbishop of Canterbury, Dr Rowan Williams, appeared to harbour some reservations about Masonic ritual, whilst being anxious to avoid causing offence to Freemasons inside and outside the Church of England. In 2003 he felt it necessary to apologise to British Freemasons after he said that their beliefs were incompatible with Christianity and that he had barred the appointment of Freemasons to senior posts in his diocese when he was Bishop of Monmouth.
What year did Dr. Rowan Williams apologize to the Freemasons?
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Answer: 2003

Problem: Three Han mathematical treatises still exist. These are the Book on Numbers and Computation, the Arithmetical Classic of the Gnomon and the Circular Paths of Heaven and the Nine Chapters on the Mathematical Art. Han-era mathematical achievements include solving problems with right-angle triangles, square roots, cube roots, and matrix methods, finding more accurate approximations for pi, providing mathematical proof of the Pythagorean theorem, use of the decimal fraction, Gaussian elimination to solve linear equations, and continued fractions to find the roots of equations.
What can be used to help find the roots of equations?
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Answer:
continued fractions