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Randolph H.S. Calculus A '09

Sunday, January 10, 2010

Derivatives of Exponential, Logarithmic and Inverse Trigonometric Functions



Video: The derivative of e^x
Video: The derivative of ln(x) and a^x
Video: The derivative of log (base a)(x)
Video: The derivative of arcsin(x)
Video: The derivative of arccos(x), arctan(x), arccot(x)
Video: The derivative of arcsec(x) and arccsc(x)
Video: The derivative of the inverse of any function

Chapter 5 Assignments (printable solutions):

Ch 5 Sect 1 45-69 odds (solutions in the e-book)

Video: Ch5 Sect 1 45-49 odd
Video: Ch5 Sect 1 49(continued)-51 odd
Video: Ch5 Sect 1 53-57 odd
Video: Ch5 Sect 1 57(continued)-59 odd

Ch 5 Sect 4 39-61 odds (solutions in the e-book)

Video: Ch5 Sect 4 39-45 odd
Video: Ch5 Sect 4 47-51 odd
Video: Ch5 Sect 4 53-57 odd

Ch 5 Sect 5 41-59 odds (solutions in the e-book)

Video: Ch5 Sect 5 41-47 odd
Video: Ch5 Sect 5 49-55 odd

Ch 5 Sect 8 41-59 odds (solutions in the e-book)

Video: Ch5 Sect 8 41-43 odd
Video: Ch5 Sect 8 45-47 odd
Video: Ch5 Sect 8 49
Posted by Jonathan Flint at 6:03 PM

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Jonathan Flint
I have been a math teacher at Randolph High School in New Jersey since September 2008. My previous high school teaching positions include Kearny High School, Highland Park High School, and Rumson-Fair Haven Regional High School. I have a B.A. in Mathematics and Computer Science from Rhode Island College, an M.A. in Mathematics Education from New Jersey City University (NJCU), and am currently a doctoral student in Mathematics Education at the Rutgers University Graduate School of Education. In addition to my work in Randolph, I have been an adjunct professor at NJCU since 2005.
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