Statistics Data
Tuesday, February 25, 2014
Tuesday, February 18, 2014
General Forms of a Sequence
General Forms of Sequence
Geometric Sequence- has a common ratio
ex. an = a1 x rn-1 -----> 3 , 6 , 12 , ___ ---> a4 = 3 x 23
a4 = 24
Arithmatic
an = a1 (n-1) d
*ex. 1, 3, 5, 7, 9 ( increasing 2)
Geometric
an = a1 x rn-1
*ex. -9, 3, -1. 1/3. -1/9 (multipying by -1/3)
subscripts
exponents
Charactoristics & Traits of a Graph
Charatoristics & Traits of a Graph
I. Domain- left and right traits of a graph
I. Domain- left and right traits of a graph
Range- up and down traits of a graph
II. End Behaivor-
Left: x approaches negative infinity Up: y approaches positive infinity
Righ: x approaches positive infinity Down: y approaches negative infinity
III. X / Y Intercept
x intercept: where it crosses x-axis {ex. (3,0)}
y intercept: where it crosses y-axis {ex. (0,3)}
IV. Function- passes the Vertical line test.
One to One- passes the Horizonal and Vertical line test.
V. Symmetry-
even- symmetric about the y-axis
odd- rotational symmetry around the origin
niether- none at all
VI. Max/Min
MAX- graph opens down Absolute- 1 single point
min- graph opens up Local- more than one single point
IV. Function- passes the Vertical line test.
One to One- passes the Horizonal and Vertical line test.
V. Symmetry-
even- symmetric about the y-axis
odd- rotational symmetry around the origin
niether- none at all
VI. Max/Min
MAX- graph opens down Absolute- 1 single point
min- graph opens up Local- more than one single point
Subscribe to:
Comments (Atom)