QUES: The Santa Monica Looff Hippodrome (carousel) is a National Historic Landmark. It sits on the Santa Monica Pier, which was built in 1909. The La Monica Ballroom on the pier was once the largest ballroom in the US and the source for many New Year's Eve national network broadcasts. The Santa Monica Civic Auditorium was an important music venue for several decades and hosted the Academy Awards in the 1960s. McCabe's Guitar Shop is still a leading acoustic performance space as well as retail outlet. Bergamot Station is a city-owned art gallery compound that includes the Santa Monica Museum of Art. The city is also home to the California Heritage Museum and the Angels Attic dollhouse and toy museum.
In what year was the Santa Monica Looff Hippodrome built?

ANS: unanswerable

QUES: The overcrowded conditions of the library was one of the reasons why the RIBA moved from 9 Conduit Street to larger premises at 66 Portland Place in 1934. The library remained open throughout World War Two and was able to shelter the archives of Modernist architect Adolf Loos during the war.
Which architect's work was preserved throughout World War II by the Royal Institute's Library?

ANS: Adolf Loos

QUES: The Fourteenth Amendment to the United States Constitution (Amendment XIV) is one of the post-Civil War amendments, intended to secure rights for former slaves. It includes the due process and equal protection clauses among others. The amendment introduces the concept of incorporation of all relevant federal rights against the states. While it has not been fully implemented, the doctrine of incorporation has been used to ensure, through the Due Process Clause and Privileges and Immunities Clause, the application of most of the rights enumerated in the Bill of Rights to the states.
When was the 13th Amendment to the US Constitution created?

ANS: unanswerable

QUES: Two groups G and H are called isomorphic if there exist group homomorphisms a: G H and b: H G, such that applying the two functions one after another in each of the two possible orders gives the identity functions of G and H. That is, a(b(h)) = h and b(a(g)) = g for any g in G and h in H. From an abstract point of view, isomorphic groups carry the same information. For example, proving that g g = 1G for some element g of G is equivalent to proving that a(g) a(g) = 1H, because applying a to the first equality yields the second, and applying b to the second gives back the first.
What similar element do isomorphic groups carry?

ANS:
isomorphic groups