In the midst of so many evasive comments, this forthright statement, whatever its intrinsic merit, plainly stands out as ( ).
A.an anomaly B.a profundity C.a paradigm D.a misnomer
In the midst of so many evasive comments, this forthright statement, whatever its intrinsic merit, plainly stands out as ( ).
The( )on the surface of the female kangaroo's abdomen serves as a place of refuge for the young, who can get at the milk glands without leaving their shelter.
Barbara was interested in a very narrow ( )of subjects, so it was hard to enlarge her knowledge.
With her last child having left home, she felt a( )need to fill her time.
No one knows who was the first to invent the dice as we know them. What is remarkable is that they have remained virtually intact across national boundaries and all through the age ——small cubes marked by dots from 1 to 6, so placed that the sum of the dots on opposite sides equals 7. Dice much like those used today were found in China in unearthed cultural relics dating from 600 BC and in ancient Egyptian tombs dating from 2000BC, as well as in the ruins of Babylon. The playing of dice was popular in Greece and even more so in Rome, and dice were used throughout the Middle Ages. In the simplest play with dice each player throws, or shoots, for the highest sum. In China and in the United States the most popular dice game is played with two dice.The number of random numbers that can be expressed by two dice is very limited; the number are: 2,3,4,5,6,7,8,9,10.11 and 12, all eleven of them. The most probable throw is 7. The probability of 7 is six times that of 12. Therefore it would be ideal if a new kind of dice could be invented with an equal distribution of chances for each number. Well, such dice have already been invented by a British amateur astronomer by the name Aires. The new version.which the inventor calls “heartbreak dice”,also consists of two dice. But the number of random numbers that can be expressed by the new dice is more than three times that of the traditional ones, and the chances for each number are strictly equal.1.According to passage one, the Chinese had played dice ( ).2.Which of the following statements about dice in China is true?3.In regard to the new kind of dice, we can tell that( ).
In the present economic( )we can make even greater progress than previously.