Show:
Conics
Logs
Exponents
Matrices
Rational Functions
100
(x-h)^2+(y-k)^2=r^2
Standard form of a circle
100
log x = 4 2
x=16
100
The lone constant in an exponential function represents
The horizontal asymptote of the graph
100
The dimensions of [2 0 4 5] are
1 x 4
100
When you set x not = 0 and greater than or equal to 0.
What is domain restrictions?
200
Clarify the conic. y2-x2=1 --- --- 25 25
Hyperbola
200
Another way to write Ln
log base e
200
The negative infront of x in f(x)= 3^-x +2 represents
A reflection across the Y-axis
200
3 8 4 0 - 4 6 1 -9
-1 8 3 15
200
Substitute g(x) into f(x).
What is (f o g)(x)?
300
(x-h)2-(y-k)2=1 ------ ------- a2 b2
Standard form of hyperbola
300
2 0 1 2 X = 1 2 3 4
2 4 7 10
300
Determine the domain. f(x)= 1 ----- x2-4x
What is x can't equal 0 and x can't equal 4?
400
Classify the conic and write the equation. x2+y2+6x-2y+9=0
What is a circle? (x+3)2+(y-1)2=1
400
Log base 10 is the "______" log Log base e is the "_______" log
"common" "natural"
500
Clarify the conic and write the equation? -9x2+y2-72x-153=0
Hyperbola y2-(x+4)2=1 --- ------ 9 1