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http://mathforum.org/kb/thread.jspa?messageID=7655095&tstart=0#7655095
For example units are absolutely essential in physics, but in math]]>Jan 27, 2012 8:17:04 PMJan 27, 2012 8:17:04 PMclement@hal-pc.org0Re: [math-learn] FCI and CCI in China #2
http://mathforum.org/kb/thread.jspa?messageID=7655088&tstart=0#7655088
The CCI has its origins in the FCI (in physics) which, over a]]>Jan 27, 2012 7:54:59 PMJan 27, 2012 7:54:59 PMjerepst@att.net0Re: [math-learn] FCI and CCI in China #2
http://mathforum.org/kb/thread.jspa?messageID=7655087&tstart=0#7655087
Jan 27, 2012 7:52:08 PMJan 27, 2012 7:52:08 PMsyscore1RE: [math-learn] FCI and CCI in China #2
http://mathforum.org/kb/thread.jspa?messageID=7655054&tstart=0#7655054
they are given near the end of the course. Sometimes they are]]>Jan 27, 2012 6:42:25 PMJan 27, 2012 6:42:25 PMclement@hal-pc.org2Re: [math-learn] FCI and CCI in China #2
http://mathforum.org/kb/thread.jspa?messageID=7655052&tstart=0#7655052
The flaw is that an inventory test is no substitute for a full blown calculus or physics exam.]]>Jan 27, 2012 6:37:36 PMJan 27, 2012 6:37:36 PMewall@umich.edu1Re: [math-learn] FCI and CCI in China #2
http://mathforum.org/kb/thread.jspa?messageID=7655050&tstart=0#7655050
I said that in order for you to compare the efficacy of IE methods to traditional]]>Jan 27, 2012 6:30:03 PMJan 27, 2012 6:30:03 PMsyscore2Re: [math-learn] FCI and CCI in China #2
http://mathforum.org/kb/thread.jspa?messageID=7655044&tstart=0#7655044
THE CCI IS IN NO WAY A SUBSTITUTE FOR A FINAL EXAM IN CALCULUS.

It was]]>Jan 27, 2012 6:14:39 PMJan 27, 2012 6:14:39 PMjerepst@att.net6Re: [math-learn] FCI and CCI in China #2
http://mathforum.org/kb/thread.jspa?messageID=7655000&tstart=0#7655000
Then let me 'twist' further.

(1) I don't think your requests are unreasonable ('simple', however, can be a loaded word]]>Jan 27, 2012 3:59:51 PMJan 27, 2012 3:59:51 PMewall@umich.edu7Re: [math-learn] FCI and CCI in China #2
http://mathforum.org/kb/thread.jspa?messageID=7654954&tstart=0#7654954
someone else did this, but we found that the normalized gain was]]>Jan 27, 2012 2:05:29 PMJan 27, 2012 2:05:29 PMjerepst@att.net0RE: [math-learn] FCI and CCI in China #2
http://mathforum.org/kb/thread.jspa?messageID=7654910&tstart=0#7654910
different way to look at the results. It doesn't change the results.]]>Jan 27, 2012 1:33:30 PMJan 27, 2012 1:33:30 PMclement@hal-pc.org1