I.用所给词的适当形式填空1. Please use the five _letters_ (letter) to make three different words.
, we can form five-letter "words". If these "words" are arranged in alphabetical order, then the "word" occupies position( ). A: B: C: D: E: 相关知识点: 试题来源: 解析 D There are "words" beginning with each of the first four letters alphabetically. From there, there are with...
about above 5 letter words with... : A-B-C-D-E-F-G-H-I-J-K-L-M-N-O-P-Q-R-S-T-U-V-W-X-Y-Z When we play scrabble of crosswords, we often need5 letter words. Find below some 5 letter words popular searches :
How many ways can we form a four letter word using letters in {a, b, c, d, e}, if the first and the last letter must be different? How many 3 letter orderings, where no letter is repeated and the ordering must begin with a vow...
5(five)letter words, starting withr, ending withtand containinga 5(five)letter words, starting withrand containingat 5(five)letter words and containingrat 7(seven)letter words, starting withuand containingf,e 7(seven)letter words, ending withhand containingc,u ...
A. five-hundred-words B. five-hundreds-word C. five-hundred-word D. five hundred words 相关知识点: 试题来源: 解析 C 数字作复合定语修饰名词的用法为本题主要考查点。数字用连字符“-”连接作复合定语修饰名词时,连字符所连接的名词和数词都必须用单数。故正确答案为C。
A. five-hundreds-words B. five-hundreds-word C. five-hundred-word D. five-hundred-words 相关知识点: 试题来源: 解析 数字用连字符“-”连接作复合定语修饰名词时,连字符连接的名词和数词都必须用单数。故答案为C。 答案:C 解析:数字用连字符"-"连接作复合定语修饰名词时,连字符连接的名词和数词都必...
Five-Syllable Words for Each Letter: Find a Five-Syllable word for each letter of the alphabet. Find words for as many letters as you can.
Let x be the number of such words where no letter is repeated; and let y be the number of such words where exactly one letter is repeated twice and no other letter is repeated. The, y9x= View Solution Find the number of different 4-leter words, with or without meaning, that can be...
All four experiments used a two-choice, semantic classification task with visually masked, briefly flashed word primes that had been practiced earlier as targets. Experiment 1 found priming from words in which no single letter in its position was diagnostic for the identity of the prime; thus ...