长安道远 幼苗
共回答了18个问题采纳率：100% 举报
1年前
回答问题
Hemingway was awarded the Nobel Prize for Literature for his
1年前4个回答
The winner of the Nobel Prize in Literature 2012, Mo Yan , s
1年前1个回答
Do you know who won the Nobel Prize for literature this year
1年前2个回答
Mo Yan, ____ winner of _____ Nobel Prize for Literature in 2
Upon hearing Mo Yan won 2012 Nobel Prize for literature,____
Mo Yan won the Nobel Prize for Literature last year. _______
Nobel Prize for Literature 用for 和in有啥不同
—Nobel Prize in Literature for 2013 awarded to —Canadian aut
—Mo Yan won the 2012 Nobel Prize for literature!
Having been awarded the 2012 Nobel Prize for Literature, ___
In 2012 Mo Yan won the Nobel Prize for Literature, ________
Mo Yan is a f_ writer.He won the Nobel prize in Literature i
Mo Yan was awarded the Nobel Prize for Literature in 2012, _
the nobel prize in literature for 2013 is awarded to the can
-- Do you know Mo Yan won ___ Nobel Prize for literature?
mo yan won the nobel prize for literature last year --- exce
Mo Yan’s winning the 2012 Nobel Prize for Literature shows t
The Nobel Prize in literature has been awarded annually to a
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2n+2的两个2的含义
The determined mother has devoted all she has to 【 】 son out
北纬33.42西经111.93是哪里?附近的大学有什么?
微分方程xy（dx-dy）=y^2dx+x^2dy是可分变量方程还是一介齐次还是一介线性还是全微分方程,为什么呢?
已知整数a1，a2，a3，a4，…满足下列条件：a1=0，a2=-|a1+1|，a3=-|a2+2|，a4=-|a3+3
精彩回答
阻塞性黄疸是胆汁淤积性黄疸吗?如果不是，它们的区别是什么呢?
某车间要加工一批零件，原计划每天加工600个，12天完成；实际每天多加工零件120个．实际加工几天完成？
已知函数f（x）=x^3-3x^2+a，若f（x+1）是奇函数，则曲线y=f（x）在点（0，a）处的切线方程是___
现幻日奇观．如图所示竟有“3个太阳”同现天空，且周围有彩虹环绕，许多市民都目睹了这一罕见的自然奇观．这是由于空气中的水蒸气______（填物态变化名称）形成小冰晶，当强烈的太阳光透过它们时，经过多次______形成的．
南极洲、南美洲、大洋洲的地形特征分别是什么？
