5.1 Areas and distances notes day 1 2013.notebook January 24, 2013
30 60 120
d(t)
50
30 60 120
Given the
velocity curve,
distance curve.
- Finding the area under a curve is key to
Integration!
5.1 Areas and distances notes day 1 2013.notebook January 24, 2013
5.1 Areas and distances notes day 1 2013.notebook January 24, 2013
http://www.youtube.com/watch?v=vqSPGeYO2UA
5.1 Areas and distances notes day 1 2013.notebook January 24, 2013
C.
1. 3.
5.1 Areas and distances notes day 1 2013.notebook January 24, 2013
f(x
f(x
⇒∞
Wunderbar!
Riemann married in July 1862, and later that year caught a serious cold which developed into
tubercolosis.
leading mathematicians of the nineteenth century.
In his short career, he introduced ideas of
fundamental importance in complex analysis, real
5.1 Areas and distances notes day 1 2013.notebook January 24, 2013
Calculate M
5.1 Areas and distances notes day 1 2013.notebook January 24, 2013
5.1 Areas and distances notes day 1 2013.notebook January 24, 2013
