2. HISTORY
Introduced in the 1630s
Aided the development of calculus
RENE DESCARTES (1596-1650) and
PIERRE DE FERMAT (1601-1665),
French mathematicians,
independently developed
the foundations for
analytical geometry
4. • x-axis (horizontal axis) where the x values are
plotted along.
• y-axis (vertical axis) where the y values are
plotted along.
• origin, symbolized by 0, marks the value of 0 of
both axes
• coordinates are given in the form (x,y) and is
used to represent different points on the plane.
21. Angle between Two
Lines
• If θ is angle, measured counter-clockwise,
between two lines, then
• where m2 is the slope of the terminal side and
m1 is the slope of the initial side
60. REFERENCES
- Demirdag, M. (2013). Analytic geometry [PowerPoint Presentation]. Available at:
http://www.slideshare.net/mstfdemirdag/analytic-geometry-8693115. Accessed on: 4 March
2014
- Felipe, N, M. (2013). Analytic geometry basic concepts [PowerPoint Presentation]. Available at:
http://www.slideshare.net/NancyFelipe1/analytic-geometry-basic-concepts.Accessed on: 4
March 2014
- Marasigan, D. (2013). Lecture #2 analytic geometry [PowerPoint Presentation]. Available at:
http://www.slideshare.net/denmarmarasigan/lecture-2-analytic-geometry.Accessed on: 4
March 2014
- Marasigan, D. (2013). Lecture #3 analytic geometry [PowerPoint Presentation]. Available at:
http://www.slideshare.net/denmarmarasigan/lecture-3-analytic-geometry.Accessed on: 4
March 2014
- Marasigan, D. (2013). Lecture #5 analytic geometry [PowerPoint Presentation]. Available at:
http://www.slideshare.net/denmarmarasigan/lecture-5-analytic-geometry. Accessed on: 4
March 2014