ÌâÄ¿ÄÚÈÝ
17£®Ð¡Ã÷¶ÔÌúµÄÐâÊ´½øÐÐÈçÏÂ̽¾¿£®ÊÒÎÂʱ£¬½«°üÓÐÑùÆ·µÄÂËÖ½°üÓôóÍ·Õë¹Ì¶¨ÔÚÏð½ºÈûÉÏ£¬Ñ¸ËÙÈû½ô£¬×°ÖÃÈçͼ£®¹Û²ìµ½Á¿Í²ÄÚË®ÑØµ¼¹ÜÂýÂý½øÈë¹ã¿ÚÆ¿£¨¾»ÈÝ»ýΪ146mL£©£®µ±Î¶Ȼָ´ÖÁÊÒΣ¬ÇÒÁ¿Í²ÄÚË®Ãæ¸ß¶È²»±äʱ¶ÁÊý£¨´ËʱƿÄÚÑõÆøº¬Á¿½üËÆÎªÁ㣩£®¼Ç¼ÆðʼºÍ×îÖÕÁ¿Í²µÄ¶ÁÊýÒÔ¼°ËùÐèʱ¼äÈç±í£®| ÐòºÅ | ÑùÆ· | Á¿Í²Æðʼ¶ÁÊý/mL | Á¿Í²×îÖÕ¶ÁÊý/mL | ËùÐèʱ¼ä/min |
| ¢Ù | 1 gÌú·Û¡¢0.2 g̼ºÍ10µÎË® | 100 | 70 | Ô¼120 |
| ¢Ú | l gÌú·Û¡¢0.2 g̼¡¢10µÎË®ºÍÉÙÁ¿NaCl | 100 | 70 | Ô¼70 |
| ¢Û | | 0 | 0 | 0 |
£¨2£©ÊµÑ鿪ʼºó£¬¹ã¿ÚÆ¿ÄÚζÈÓÐËùÉÏÉý£¬ËµÃ÷ÌúµÄÐâÊ´¹ý³ÌÊÇ·ÅÈÈ £¨Ìî¡°·ÅÈÈ¡±»ò¡°ÎüÈÈ¡±£©¹ý³Ì£®
£¨3£©ÊµÑé½áÊøºóÈ¡³öÂËÖ½°ü£¬¹Û²ìµ½ÓкìרɫÎïÖÊÉú³É£¬¸ÃÎïÖʵĻ¯Ñ§Ê½ÊÇFe2O3•xH2O[Fe2O3»òFe£¨OH£©3]£»£®
£¨4£©ÊµÑé¢ÙºÍ¢ÛÊÇ̽¾¿Ì¼¶ÔÌúÐâÊ´ËÙÂʵÄÓ°Ï죬ÇëÔÚ±í¸ñ¿Õ°×´¦ÌîдʵÑé¢ÛµÄÑùÆ·×é³É£®
£¨5£©¸Ã×°Öû¹¿ÉÓÃÓÚ²âÁ¿¿ÕÆøÖÐÑõÆøµÄº¬Á¿£¬¸ù¾ÝÉÏÊöÊý¾Ý¼ÆËãÑõÆøµÄÌå»ýº¬Á¿ÊÇ20.5%£¨±£Áô3λÓÐЧÊý×Ö£©£®
£¨6£©ÏÖ½öÌṩ£ºÖÃͲ¡¢´óÉÕ±¡¢²£Á§°ô¡¢Ë®¡¢ÂËÖ½°ü£¨ÄÚº¬1gÌú·Û¡¢O.2g̼¡¢10µÎË®ºÍÉÙÁ¿NaCl£©£¬ÇëÄã°ïÖúСÃ÷ÔÙÉè¼ÆÒ»¸ö²âÁ¿¿ÕÆøÖÐÑõÆøÌå»ýº¬Á¿µÄʵÑé·½°¸£¬ÔÚͼÖл³öʵÑé×°ÖÃʾÒâͼ¼´¿É£¨×¢Ã÷ÂËÖ½°üµÄλÖã©£®
·ÖÎö ͨ¹ýÌúÉúÐâµÄ̽¾¿ÊµÑ飬·ÖÎö»ºÂýÑõ»¯¹ý³ÌÖеÄÄÜÁ¿±ä»¯¼°ÌúÐâµÄÖ÷Òª³É·Ö£®´Ó̽¾¿ÊµÑéÖУ¬¶ÔÕÕÊÔÑé×éÖ®¼äÖ»ÄÜÓÐÒ»¸ö±äÁ¿£¬´Ó¶ø¸ù¾ÝΨһ±äÁ¿Ëù³öÏֵIJ»Í¬½á¹û£¬µÃ³ö¿ÆÑ§µÄ½áÂÛ£®·ÖÎö±íÖÐÊý¾Ý£¬¸ù¾ÝΨһ±äÁ¿ÊÇ̼£¬µÃ³ö̼¶ÔÌúÉúÐâµÄÓ°Ï죮ͨ¹ý¿ÕÆøÌå»ýµÄ±ä»¯µÃ³ö£¬¿ÕÆøÖÐÑõÆøµÄÌå»ý·ÖÊý£®
½â´ð ½â£º£¨1£©ÊµÑé¢ÙºÍ¢ÚÖ®¼äΨһµÄ±äÁ¿ÎªÊÇ·ñÓÐNaCl£¬¸ù¾Ýº¬ÓÐNaClµÄ¢Ú×éʵÑ飬·´Ó¦ËùÐèµÄʱ¼ä½Ï¶Ì£¬µÃµ½NaClÄܼӿìÌúÐâÊ´µÄËÙÂÊ£»
£¨2£©Í¨¹ýζÈÉý¸ß£¬¿ÉÒÔÖ±½ÓµÃ³öÌúÐâÊ´µÄ¹ý³ÌÊÇ·ÅÈȵĹý³Ì£»
£¨3£©¸ù¾ÝÌâ¸É¡°Ð¡Ã÷¶ÔÌúµÄÐâÊ´½øÐÐÈçÏÂ̽¾¿¡±¼°¡°ºìרɫÎïÖÊÉú³É¡±£¬ÎÒÃÇ¿ÉÒÔÅж¨´ËÎïÖÊΪÌúÐ⣬Ö÷Òª³É·ÖΪFe2O3•xH2O[Fe2O3»òFe£¨OH£©3]£»
£¨4£©¡°ÊµÑé¢ÙºÍ¢ÛÊÇ̽¾¿Ì¼¶ÔÌúÐâÊ´ËÙÂʵÄÓ°Ï족£¬ËùÒԸöÔÕÕ×é¼äΨһµÄ±äÁ¿Ó¦ÎªÊÇ·ñº¬ÓÐ̼£¬ÒòΪʵÑé¢Ù»¹ÓÐ̼£¬ÔòʵÑé¢Û²»º¬Ì¼£¬¶øÆäËüµÄÒòËØÓ¦ÍêÈ«Ïàͬ£¬ËùÒÔʵÑé¢ÛµÄÑùÆ·×é³ÉΪ1gÌú·Û¡¢10µÎË®£»
£¨5£©ÒòΪÁ¿Í²ÄÚÒºÌå¼õÉÙµÄÌå»ý¼´Îª¹ã¿ÚÆ¿ÄÚËùº¬ÓеÄÈ«²¿ÑõÆøµÄÌå»ý£¬ËùÒÔÑõÆøµÄÌå»ýº¬Á¿ÊÇ$\frac{30ml}{146ml}$¡Á100%=20.5%£®
¸ÃÌâ´ð°¸Îª£º£¨1£©¼Ó¿ì£»£¨2£©·ÅÈÈ£»£¨3£©Fe2O3•xH2O[Fe2O3»òFe£¨OH£©3]£»£¨4£©1gÌú·Û¡¢10µÎË®£»£¨5£©20.5£»
£¨6£©![]()
µãÆÀ ±¾Ì⿼²éѧÉú¸ù¾ÝÌúÉúÐâµÄÌõ¼þºÍ·ÀÖ¹½ðÊôµÄ¸¯Ê´µÄ·½·¨½øÐзÖÎö½âÌ⣬²¢½«ÖªÊ¶Ó¦Óõ½Éú»îÖÐÈ¥£®
| A£® | 4Na+3CO2¡ü¨TC+2Na2CO3 | B£® | Na+CO2$\frac{\underline{\;440¡æ\;}}{¸ßÎÂ}$C+Na2CO3 | ||
| C£® | 2Na+3CO2$\frac{\underline{\;440¡æ\;}}{¸ßѹ}$C+2NaCO3 | D£® | 4Na+3CO2$\frac{\underline{\;440¡æ\;}}{¸ßѹ}$C+2Na2CO3 |