荒谬的
- 与 荒谬的 相关的网络解释 [注:此内容来源于网络,仅供参考]
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clanger
大错/荒谬的错误
clang /发铿锵声/发叮当声/铿锵/叮当/音色/音调/铛/ | clanger /大错/荒谬的错误/ | clangor /铿锵声/叮声/
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preposterous idea
荒谬的想法
pagoda 宝塔 | preposterous idea 荒谬的想法 | you have a lot of nerves 脸皮真厚
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Are you allergic to sticking plaster? - What a ludicrous question
你对橡皮膏过敏么 - 多么荒谬的问题
- Food allergies? - I'm not gonna be eating here.|... | - Are you allergic to sticking plaster? - What a ludicrous question.|- 你对橡皮膏过敏么 - 多么荒谬的问题 | I'm not answering any more of these, r...
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fantasticate
使成为荒谬的梦想
fantastically 补风捉影地 | fantasticate 使成为荒谬的梦想 | fantastico 奇想的怪人
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on hearing his absurd opinion , i went snickering
听了他那荒谬的意见,我忍俊不禁走开了
6、 snicker--忍笑;暗笑(通常有不敬的成分) | on hearing his absurd opinion , i went snickering . 听了他那荒谬的意见,我忍俊不禁走开了. | 7、 simper--假笑;痴笑
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on hearing his absurd opinion , i went snickering
听了他荒谬的意见,我忍不住笑着走开了
6. Snicker忍笑;暗笑(通常有不敬的成分) | On hearing his absurd opinion, I went snickering. 听了他荒谬的意见,我忍不住笑着走开了. | 7. Roar哄笑;大笑
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on hearing his absurd opinion , i went snickering
听了他荒谬的定见,我不由得笑着走开了
6. Snicker忍笑;暗笑(通常有不敬的身分) | On hearing his absurd opinion, I went snickering. 听了他荒谬的定见,我不由得笑着走开了. | 7. Roar轰笑;大笑
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on hearing his absurd opinion , i went snickering
听了他那荒谬的意见, 忍俊不禁走开了
6、 snicker--忍笑;暗笑(通常有不敬的成分) | on hearing his absurd opinion , i went snickering . 听了他那荒谬的意见, 忍俊不禁走开了. | 7、 simper--假笑;痴笑
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Most ridiculous thing I've ever heard
我听过最荒谬的问题
he would say, "Did they ever fit together?"|他会问"它们能拼到一起么?" | "Most ridiculous thing I've ever heard."|"我听过最荒谬的问题" | But they did, of course.|不过它们的确吻合
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This has to be the most ridiculous criticism of all
这是最荒谬的批评
6; Low Carb Diets Are An Unproven Fad!6;加州饮食是一种新奇的玩意... | This has to be the most ridiculous criticism of all,这是最荒谬的批评, | especially when one considers its source.尤其是当人们考虑其来...
- 推荐网络解释
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baldness:禿 頭
Terms 詞 彙 | Baldness 禿 頭 | Birthmark;Nevus 胎 記 , 痣
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moss:藓
报春花(Cyclamen)花语:含羞1月15日刺竹(Thorn)花语:严格1月17日酸模(Sorrel)花语:挚爱1月19日松(Pine)花语:健康、长寿1月20日金凤花(ButterCup)花语:童真1月21日常春藤(Ivy)花语:沉静、安详1月22日苔藓\(Moss)花语:母爱1月23
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coefficient of variation:变动系数
作为消费者决策的预算约束条件,收入可以进入间接效用函数,而消费作为当事人决策的结果进入直接效用函数(或Marshalllog deviation)就是广义Theil(0)指数,而变动系数(coefficient of variation)平方的一半等于广义Theil(2)指数,