Main Page: Difference between revisions

Revision as of 13:21, 17 April 2009

Derek Abbott's Wiki Project

Heading 1	Heading 2
Data 1	Data 2

$\int_{a}^{y} f (α) d y$
$\int_{b}^{y} f (α) d y, d o e s i t w o r k ?$
$\int_{b}^{y} f (α) d y, n o t q u i t e, a s r e f e r e n c i n g i s c a c t u s .$

According to scientists, the Sun is pretty big.^[1] The Moon, however, is not so big.^[2]

@@ Line 35: / Line 35: @@
 * <math>\int_a^y f(\alpha\,)\,dy</math>
-* <math>\int_b^y f(\alpha\,)\,dy,{\rm does~it~work}</math>
+* <math>\int_b^y f(\alpha\,)\,dy,{\rm does~it~work?}</math>
+* <math>\int_b^y f(\alpha\,)\,dy,{\rm not~quite,~as~referencing~is~cactus.}</math>
 According to scientists, the Sun is pretty big.<ref>E. Miller, The Sun, (New York: Academic Press, 2005), 23-5.</ref>
 The Moon, however, is not so big.<ref>R. Smith, "Size of the Moon", Scientific American, 46 (April 1978): 44-6.</ref>
 ==Back==