in+a+wayward+course
答：In a wayward course.可以翻译成：以一种任性的方式。
答：“。。。当然是任性的”。这不通，应该把它放到一句话里理解。
答：in a wayward course 以一种坚韧强劲的方式, wayward是形容词, course是名词,在这是行动方向,行动方式的意思. reaching是现在分词作从句reaching to the verge of despair的逻辑主语,真正的主语是"These passions".比如语法书上的例句: He admitted taking the money. / I don't anticipate meeting a...
答：Three passions,simple but overwhelmingly strong, have governed my life: the longing for love,the search for knowledge, and unbearable pity for the suffering of mankind.These passions, like great winds, have blown me hither and thither, in a waywardcourse, over a deep ocean of angui...
答：three passions,simple but overwhelmingly strong,have governed my life:the longing for love,the search for knowledge,and unbearable pity for the suffering of mankind.Three passions,like great winds,have blown me hither and thither,in a wayward course,over a deep ocean of anguish,reachin...
答：These passions, like great winds, have blown me hither and thither, in a wayward course, over a deep ocean of anguish, reaching to the very verge of despair. I have sought love, first, because it brings ecstasy -- ecstasy so great that I would often have sacrificed all the rest of ...
答：Bertrand Russell Three passions, simple but overwhelmingly strong, have governed my life: the longing for love ,the search for knowledge, and unbearable pity for the suffering of mankind。These passions, like great winds, have blown me hither and thither, in a wayward course, over a...
答：in a wayward course, over a great ocean of anguish, reaching to the very verge of despair. I have sought love, first, because it brings ecstasy - ecstasy so great that I would often have sacrificed all the rest of life for a few hours of this joy. I have sought it, nex...
答：What I Have Lived For Three passions, simple but overwhelmingly strong, have governed my life: the longing for love, the search for knowledge, and unbearable pity for the suffering of mankind. These passions, like great winds, have blown me hither and thither, in a wayward course...
答：2016年辽宁卫视春晚中高晓攀、尤先超的小品《欧突欧奇遇》中女主角放的有情调的背景音乐是【toxic】，可以搜索【callmekat-toxic】试听。歌曲的前两句歌词是：Baby, can't you see（亲爱的,难道你不知道）I'm callin'（我殷殷的呼唤）
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岑骨18323293128：
in+——+地点(如Washington D.C), A、/ B、the 求专业人士解答!!! -
663郑米
： 地点如果确定,并且比较有名,用in the____(地点),如果不确定,指某个地点,(如a school、a haspital等),就直接用in+_____(地点),像如果接的地点是Washington D.C,意思是华盛顿,是独一无二的,故因用in the____,选B.记得采纳哦,祝你的英语越来越好!^_^o~ 努力!
岑骨18323293128：
英语造句①A+谓语+the最n in/of②A+谓语+one of the最+in③A+谓语+the 最+n,A,B,n,C造句,再加④A+谓语+序+最+n+of/n -
663郑米
：[答案] Amy got the highest grades in her class. She is one of the best dancers in team. I am the laziest boy.
岑骨18323293128：
return (a++)+c;是return的a+c?还是a+1+c?它与return ((a++)+c)一样吗? -
663郑米
： 返回的是a+c 因此a++ 的内部实现是这样的: T tmp = a; ++a; return tmp; 这样实现的. 所以return (a++)+c = return a+c; return 后面加不加括号都一样的,只不过加了括号可以中间不留空格罢了.
岑骨18323293128：
如图y=Asin(ωx+φ)+c(A>0,ω>0,φ>0)的图像的一部分 -
663郑米
： 解:1,由图形可知,3/4T=10-4=6,所以T=8,且最大值最小值分别为4和-2.2,图中所示函数y=Asin(ωx+φ)+c中,A=(4+2)/2=3,w=2π/T=π/...
岑骨18323293128：
已知三角形ABC的外接圆半径为1,且角2B=A+C.求a∧2+c∧2的取值范围 -
663郑米
：[答案] 由2B=A+C,A+B+C=180°,得B=60°,由正弦定理,得a²+c²=(2RsinA)²+(2RsinC)²=4sin²A+4sin²C,注意有sinC=sin(A+B)=sin(A+60°),所以有a²+c²=4sin²A+4sin²C=4sin...
岑骨18323293128：
有理数a,b,c,在数轴上的位置如下图所示.试化简|a+c| - |c - 2b|+|a+2b| -
663郑米
： 从图中来看各点与0值之间的距离长短可知,a最近,c次之,b最远,且a、b为负数,c为正数,可以得如下结论:a+c为正数,所以|a+c|=a+c;c-2b为正数,所以|c-2b|=c-2b;a+2b为负数,所以|a+2b|=-(a+2b).这样的话|a+c|-|c-2b|+|a+2b| =(a+c)-(c-2b)+(-a-2b)=a+c-c+2b-a-2b=0
岑骨18323293128：
△ABC中,a、b、c分别为角A、B、C所对的边.(Ⅰ)若a,b,c成等差数列,求sinA+sinCsin(A+C)的值;(Ⅱ)若a,b,c成等比数列,求角B的取值范围. -
663郑米
：[答案] (Ⅰ)∵a,b,c成等差数列,∴2b=a+c,∴2sinB=sinA+sinC,∴2sin(A+C)=sinA+sinC,∵sinB=sin(A+C)≠0,∴sinA+sinCsin(A+C)=2…(5分)(Ⅱ)∵a,b,c成等比数列,∴b2=ac,∴∵a、b、c成等比数列,∴b2=ac...
岑骨18323293128：
在三角形ABC中 已知2B=A+C,b=1 求a+c的取值范围最好说下怎样分析这种题目 -
663郑米
：[答案] 由正弦定理得到a/sinA=b/sinB=c/sinC 因此,a+c=b(sinA+sinC)/sinB =(sinA+sinC)/sinB 因为2B=A+C,A+B+C=180° B=60° A+C=120° 由于sinA+sinC=sinA+sin(120°-A) =sinA+(√3/2)cosA+(1/2)sinA =(3/2)sinA+(√3/2)cosA =√[(3/2)^2+(√3/2)^2]sin...
岑骨18323293128：
逻辑函数表达式F1=B'+A'B'+A'C'+ABC -
663郑米
： 化简逻辑函数F1=B'+A'B'+A'C'+ABC F1=B'+A'B'+A'C'+ABC= B'(1+A')+A'C'+ABC= B'+A'C'+ABC = B'+ABC +A'C'= B'+AC +A'C'
岑骨18323293128：
将题中给出的逻辑函数化成最大项之积德形式:Y=(B+C')(A+B'+C) -
663郑米
： Y=(AA'+B+C')(A+B'+C)=(A+B+C')(A'+B+C')(A+B'+C)
