http://www.craigsmaths.com/number/graphs-of-exponential-functions/ Mathematics Teaching for Learning Mon, 06 Feb 2012 08:51:54 +0000 http://wordpress.org/?v=2.6 http://www.craigsmaths.com/number/graphs-of-exponential-functions/#comment-303 Craig Thu, 21 Jan 2010 22:37:09 +0000 http://www.craigsmaths.com/?p=331#comment-303 y=e^(x^(2)) is the same as y=e^(2x) as given by the index law $$a^{m^{n}}=a^{mn}$$. Hence a dilation in x. y=e^(x^(2)) is the same as y=e^(2x) as given by the index law . Hence a dilation in x.

]]> http://www.craigsmaths.com/number/graphs-of-exponential-functions/#comment-3 CraigsMaths » Blog Archive » Sketching exponential functions summary Sat, 20 Sep 2008 02:08:39 +0000 http://www.craigsmaths.com/?p=331#comment-3 [...] discussed in graphs of exponential functions the most informative approach is to view the general [...] [...] discussed in graphs of exponential functions the most informative approach is to view the general [...]

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