有機(jī)化學(xué)(統(tǒng)招)學(xué)習(xí)通超星期末考試答案章節(jié)答案2024年_第1頁
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有機(jī)化學(xué)(統(tǒng)招)學(xué)習(xí)通超星期末考試章節(jié)答案2024年pi鍵可以自由旋轉(zhuǎn)。

答案:錯所有有機(jī)化合物中都含有π鍵

答案:錯一個原子可以形成多少個共價(jià)鍵由這個原子中的單電子的數(shù)目決定.

答案:對有機(jī)化合物中的碳元素形成共價(jià)鍵條數(shù)為

答案:四條有機(jī)化合物一定含有下列元素

答案:碳甲烷中碳的雜化軌道類型是

答案:sp3有關(guān)乙炔分子中化學(xué)鍵描述不正確的是:

答案:兩個C原子采取雜化方式下列屬有機(jī)化合物的是____。

答案:草酸在烷烴氯代反應(yīng)中,不同類型氫的反應(yīng)快慢順序是:叔氫〉仲氫〉伯氫

答案:對乙烷有兩種構(gòu)象,分別是交叉式和重疊式構(gòu)象。

答案:錯結(jié)構(gòu)上相差n個CH2的一系列化合物為(

答案:同系物;同系列data:image/png;base64,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