ÄãÏÖÔÚµÄλÖãº

2018ÄêÈÕÕÕרҵsatÅàѵ

¿Î³Ì±êÌ⣺2018ÄêÈÕÕÕרҵsatÅàѵÈÕÕÕsatÊÇÈÕÕÕsatÅàѵѧУµÄÖØµãרҵ£¬ÈÕÕÕÊÐÖªÃûµÄsatÅàѵ»ú¹¹£¬½ÌÓýÅàѵ֪ÃûÆ·ÅÆ£¬ÈÕÕÕsatÅàѵ

  • ¿Î³Ìµ¥¼Û: £¤ µçѯ
  • Æ·ÅÆÃû³Æ:

    satÅàѵ

  • ²úµØ:

    ɽ¶« ÈÕÕÕÊÐ

  • ¿Î³ÌÀà±ð:

    SAT

  • ÓÐЧÆÚ:

    ³¤ÆÚÓÐЧ

  • ·¢²¼Ê±¼ä:

    2025-11-28 06:57

¸ÃÆóÒµÆäËû¿Î³Ì¸ü¶à»
ÈÕÕÕSSATÇ¿»¯Ìá¸ß¿Î³Ì180430Íí¼ä+ÖÜÄ©°à
¼Û¸ñ:µçѯ 447ÈËä¯ÀÀ

ÈÕÕÕSSATÇ¿»¯Ìá¸ß¿Î³Ì180430Íí

ÍÆ¼ö µã»÷½»Ì¸ 
ÈÕÕÕSATרҵÅàѵѧУ
¼Û¸ñ:µçѯ 614ÈËä¯ÀÀ

ÈÕÕÕSATרҵÅàѵѧУ

ÍÆ¼ö µã»÷½»Ì¸ 
ÈÕÕÕÄĸöѧУѧSATºÃ
¼Û¸ñ:µçѯ 545ÈËä¯ÀÀ

ÈÕÕÕÄĸöѧУѧSATºÃ

ÍÆ¼ö µã»÷½»Ì¸ 
ÈÕÕÕSAT×ʸñÅàѵ°à
¼Û¸ñ:µçѯ 440ÈËä¯ÀÀ

ÈÕÕÕSAT×ʸñÅàѵ°à

ÍÆ¼ö µã»÷½»Ì¸ 
ÈÕÕÕÄÄÓÐSATÅàѵ°à
¼Û¸ñ:µçѯ 844ÈËä¯ÀÀ

ÈÕÕÕÄÄÓÐSATÅàѵ°à

ÍÆ¼ö µã»÷½»Ì¸ 
  • ¿Î³ÌÏêÇé
  • ÍøÓÑÆÀ¼Û

¿Î³Ì²ÎÊý

·¢»õÆÚÏÞ: ×ÔÂò¼Ò¸¶¿îÖ®ÈÕÆð ÌìÄÚ·¢»õ ËùÔÚµØ: ɽ¶« ÈÕÕÕÊÐ
ÓÐЧÆÚÖÁ£º ³¤ÆÚÓÐЧ Æ·ÅÆ£ºsatÅàѵ

ÏêÇé½éÉÜ

¿Î³Ì±êÌ⣺2018ÄêÈÕÕÕרҵsatÅàѵ

ÈÕÕÕsatÊÇÈÕÕÕsatÅàѵѧУµÄÖØµãרҵ£¬ÈÕÕÕÊÐÖªÃûµÄsatÅàѵ»ú¹¹£¬½ÌÓýÅàѵ֪ÃûÆ·ÅÆ£¬ÈÕÕÕsatÅàѵѧУʦ×ÊÁ¦Á¿ÐÛºñ£¬È«¹ú¸÷´ó³ÇÊоùÉèÓзÖУ£¬Ñ§Ð£»¶Ó­ÄãµÄ¼ÓÈë¡£

2018ÄêÈÕÕÕרҵsatÅàѵ

ÈÕÕÕsatÅàѵѧУ·Ö²¼ÈÕÕÕÊж«¸ÛÇø,á°É½Çø,ÎåÁ«ÏØ,ÜìÏØµÈµØ,ÊÇÈÕÕÕÊм«¾ßÓ°ÏìÁ¦µÄsatÅàѵ»ú¹¹¡£

1. If 4 more than twice a number is equal to 10,what is 3 times the number?

ÿ¸ö·Ö¾ä¶¼³ÐÔØ×ÅÒÑÖªÐÅÏ¢ÓëÐÂÐÅÏ¢¡£¶ÔÓÚÐÂÐÅÏ¢µÄλÖã¬Ó¢ÓïÓ뺺ÓïÓÐÃ÷ÏÔ²»Í¬ÔÚÓ¢ÓïÖУ¬ÐÂÐÅÏ¢¶à°ëÔÚ½á⣬µ«Êܾ䷨¿ò¼ÜÏÞÖÆ£¬²»ÔÚ½áβµÄÒ²²»ÉÙ£»¶øººÓïÖÐÐÂÐÅÏ¢×ÜÔÚ½á⣬·ñÔòÒâ˼²»Ã÷ÀÊ¡£

1. The most important days of our lives are those in which we learn something new about ourselves. Jesse Pharios

»®Ïß²¿·ÖÊǶÔÀúÊ·ÊÂʵµÄ¿Í¹Û³ÂÊö£¬ÄÜÌåÏÖ×÷Õ߹㷺µÄÔĶÁÃæÓ뾫׼µÄ¼ÇÒä¡£

µÚÒ»²¿·Ö½ÐPrompt

ÌÈÈôûÓÐÕâ¾ä»°£¬¾ÍÎÞ·¨ÌåÏÖ³ö×÷Õß¶ÔÄÚÈÝÊÕ·Å×ÔÈçµÄ¹¦Á¦¡£

Àý£ºEach term of a certain sequence is greater than the term before it. The difference between any two consecutive terms in the sequence is always the same number. If the third and sixth terms of the sequence are 17and 77,respectively, what is the eighth term?

»ØÍ·ÏëÀ´£¬ÕâÌ×´ÔÊéÖ®ËùÒÔÊܵ½¸÷λµÄÇàíù£¬ÎÒÏë×îÖ÷ÒªµÄÔ­Òò¿ÉÄÜ»¹ÊÇÆäÒÔÊÔÌâ·ÖÎö¼û³¤µÄÌØµã¡£

effectively and insightfully develops a point of view on the issue and demonstrates outstanding critical thinking, using clearly appropriate examples, reasons, and other evidence to support its position

ÎÒÃÇÈÏΪ£¬¾ÙÁ½¸öÀý×ӱȽϺÏÊÊ¡£

We were ... "I was.." "I knew ..." "I cound find ..." "I raised ..."£¬ÕâÑùÒ»Á¬´®ÒÔÎÒ¿ªÍ·µÄ¾ä×Ó£¬·Ç³£µÄ¡°×ÔÎÒÖÐÐÄ¡±£¬Ó¦¸ÃÊÇÒª±ÜÃâµÄ£¬µ«ÔÚÕâÖÖ¼ÇÊö×Ô¼º×ª±ä½ÌÓý¹ÛÄîµÄÎÄÕÂÖУ¬ÕâÑùµÄ¾ä×ÓÒ²ÎÞÉË´óÑÅ¡£

ÖµµÃ×¢ÒâµÄÊÇ£¬SAT×÷ÎĵĹ۵㣬²»Ò»¶¨·ÇA¼´B£¬ÄãÒ²¿ÉÒÔ×ۺ϶þÕ߸÷×ÔµÄÓÅÊÆ¡£

To prepare for the final examination, the room was crowded. £Û¡Á£Ý

±ÈÈ磬ÔÚµÚÈý½ÚÀïÄǸö¹ØÓÚÊÇ·ñ´Óʧ°ÜÖÐѧµ½ÓÐÒæ¾­ÑéµÄ×÷ÎÄÌ⣬±ÊÕßÓÐÐí¶àѧÉú»áд×Ô¼ºÐµ½Ò»¸öİÉúµÄ¹ú¼Ò£¬ÓïÑÔÄÜÁ¦Èõ£¬È»ºóд×Ô¼ºÔõôÑù¿Ë·þÓïÑÔÕϰ­£¬ÕâÆäÖÐд²Î¼ÓʲôÓïÑÔ¿¼ÊÔʧ°Ü£¬È»ºóÊÇÈçºÎ´Óʧ°ÜÖлñµÃ½Ìѵ£¬×îºóÊÇÔõô³É¹¦µÄ¹ÊÊ¡£

2. Even if in the past we made mistakes£¬Èò½×´Óï´Ó¾ä£¬·ÅÔÚ¾äÊ×±íʾÈò½£»

¼ÙÉè8̨$1300µÄ»úÆ÷ÖеĵÚn̨ÊÇÖÐλÊý£¨1¡Ün¡Ü8£©£¬

¾ÍÊÇ˵£¬×÷ÎĵÄ×îºóµÃ·Ö»áÓ°Ïìд×÷²¿·ÖµÄ×îºóµÃ·Ö¡£

What is the tenths digit in the decimal representation of <ͼ>?

ÈÕÕÕsatÅàѵѧУ³É¾ÍÄãµÄÃÎÏëÖ®Âá£Ñ§sat¾ÍÀ´ÈÕÕÕsatÅàѵѧУ

Åàѵ×Éѯµç»°£ºµã»÷×ó²àÀëÏß±¦Ãâ·Ñ×Éѯ

ÐÂÊÖÖ¸ÄÏ
ÕÒÅàѵ
ѧУ»ú¹¹·þÎñ
ÐÅÏ¢°²È«
¹Ø×¢ÎÒÃÇ
ÊÖ»úÍøÕ¾: m.veryxue.com
o2oƽ̨: www.veryxue.com
΢ÐŹØ×¢:

ÖÜÒ»ÖÁÖÜÎå 9:00-18:00
£¨ÆäËûʱ¼äÁªÏµÔÚÏ߿ͷþ£©

ÓÅÑ§ÍøÔÚÏ߿ͷþ