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Functions: Domain, Range, Composition, Inverses
Functions: Transformations
Exponents
Logarithms
Geometry
100
the positive domain of f(x)=x^2
What is [0,∞)
100
f(x)=(3x) does the 3 stretch or compress the function
What is compress
100
(9/16)^-3/2
What is What is 64/27
100
((log(7,5))((log(3,7))((log(2,27))((log(5,2))
What is 3
100
Corresponding angles are supplementary
What is the Corresponding Angles Theorum
200
where would the negative go to flip f(x)=(x+5)/4 over the x axis
What is f(x)=-(x+5)/4
200
the name of the graph f(x)=x^3
What is a travolta
200
(-c)^2 * ((-c)^4)^-3
What is c^12
200
rewrite logx(y) the way you would enter it into a calculator
What is (log(y))/(log(x))
200
Four equilateral sides, four right angles, two sets of parallels
What is a square
300
the range of the opposite of a parabola
What is [0,∞!)
300
by what number is this parabola (f(x)-4=7(x-3)^2) shifted up by?
What is 4
300
4^(x-3)=8^(1-2x)
What is 9/8
300
In triangle ABC m
What is 3
400
the values that are not included in a function
What is an asymptote
400
a graph were there is only one y value per x value
What is one to one
400
if x=2 then {[(x+x^-1)+x}]^-1}+x^-1
What is -13/18
400
log(10,x)= 2log(10,5)+log(10,4)
What is x=100
400
<1 is congruent to <2 and <2 is congruent to <3 so <1 and <3 are congruent. what property is this?
What is the transitive property of congruence
500
the asymptote of f(x)=(1/(x-3))+3
What is x=3 and y=3
500
f(g(h(x))) = 2^((x+2)^2)-3 What are f(x), g(x), and h(x)
What is f(x)=x-3, g(x)= 2^((x-2)^2), h(x)=x
500
A^(x-y)* A^(y-z)* A(z-x)
What is 1
500
log(x,9)= 2/3
What is x=27
500
something that we assume to be true and does not need to be proved.
What is a postulate