(1)因为p是质数,大于2,所有从1到p+1之间最大的质数应该是p,就是第100个质数是p,从2,3,5……数到第100个质数就是p的值,唯一且可以确定
每周5天,每天放一次
这个不是对应下面这句话吗?所以感觉d也是对的呀。难道也要就近??而且文中没有提到rapid相关的,只提到数量,所以我觉得d更对的感觉。求解。causing millions of cubic kilometers of crustal debris to be ejected, denser material from the Moon's mantle rose up beneath the impactors almost Immediately, compensating for the ejected material and thus leaving no low gravity anomaly in the resulting basin
C中so指代前文的reported high marital satisfaction
請問~第八題的A選項這樣不算是違背前提了嗎?
"using", like "including", doesn't follow the normal rules for "__ing" modifiers.
the problem with (c) is NOT grammatical; the grammar of (c) is just fine.
an "appositive" vs an "absolute phrase"
it's so important to ascertain the meaning of the sentence FIRST, before you dive into analyzing possible errors.
in the construction "it is (adjective) for XXXX to (verb)", the adjective describes what XXXX experience(s) in trying to (verb).
"so that" is not a modifier; it connects two independent sentences. so, the problem with using "the" here is that "the" would have to make sense BY ITSELF.
“Political situations have caused an increase in gas prices ” correct
You can use "it is (adjective) for XXXX to (verb)" construction without a subject, but only if the statement is universally true -- i.e., for everyone who might find him-/herself in the situation.
either "by imitating and practicing" or "by imitation and practice" is acceptable, here. once you've established parallelism, the point is to move on to other criteria.
the sentence is written very specifically to emphasize the curiosity per se.
'so that' implies that chimpanzees are actually thinking, 'Hmm... if i exhibit curiosity, then i'll be able to catch on to my fellow chimps' behavior patterns. ...no!
deny sb sth 双宾语
more than three times as many 【independent institutions of higher education charge tuition and fees of under $8,000 a year 】as 【 ( independent institutions of higher education) charge over $16,000】.
先抓到结论会比较有帮助~
一个坏的都没拿到和拿到一个坏的是互斥事件从5个苹果里任意拿两个苹果,有10种拿法;
从4个好苹果里任意拿两个苹果,有6种拿法;
则一个坏苹果都没拿到(即两次都拿的好苹果)的概率是6/10,即3/5
其中有一个坏苹果的概率是1-3/5=2/5