This is one of the problems which looks intimidating because of its form. A simple technique can solve this although one approach is superior than the other.
We'll solve this in the workshop.
...
Reference: [6]
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References
1] Davis, H.F. and A.D. Snyder. 2000. Introduction to vector analysis, 7th edition. Hawkes Publishing. ISBN 0-697-16099-8.
2] Runde, V. 2007. Compilation of math jokes. http://www.math.ualberta.ca/~runde/jokes.html. Last accessed: May 3, 2008.
3] Arden, W. 2008. Life in these United States, Readers Digest, February 2008, p. 218.
4] Stewart, J. 2002. Calculus: Early transcendentals, 5th Edition. Brooks Cole. ISBN 0534393217
5] Rainville, E., Bedient, P. and Bedient, R. 1989. Elementary Differential Equations, 8th Edition. Pearson Education Asia Pte Ltd, Singapore. ISBN 981-4009-79-2.
6] Bronson, R. 1994. Theory and Problems of Differential Equations, 2nd Ed. Schaum's Outline Series. McGrawHill International Edition. ISBN 0-07-008019-4.
7]
2] Runde, V. 2007. Compilation of math jokes. http://www.math.ualberta.ca/~runde/jokes.html. Last accessed: May 3, 2008.
3] Arden, W. 2008. Life in these United States, Readers Digest, February 2008, p. 218.
4] Stewart, J. 2002. Calculus: Early transcendentals, 5th Edition. Brooks Cole. ISBN 0534393217
5] Rainville, E., Bedient, P. and Bedient, R. 1989. Elementary Differential Equations, 8th Edition. Pearson Education Asia Pte Ltd, Singapore. ISBN 981-4009-79-2.
6] Bronson, R. 1994. Theory and Problems of Differential Equations, 2nd Ed. Schaum's Outline Series. McGrawHill International Edition. ISBN 0-07-008019-4.
7]
(Collected by) Cherkaev, A. and Cherkaev, E. 2009. Mathematical Humor. http://www.math.utah.edu/~cherk/mathjokes.html. Last accessed: Oct. 14, 2009
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