Geometry
Exponents
Logarithms
Transformation
Domain/Range, Compositions, Inverses
100
the measure of two complementary angles
What is 90˚
100
x^2=25
What is x=5
100
log(100)=x
What is x=2
100
f(x)=x^2 shifted down 3
What is f(x)=(x^2)-3
100
the domain and range of f(x)=3x-1
What is all real numbers
200
opposite angles formed by two intersecting lines
What is vertical angles
200
10x^2=3600
What is x=6
200
log(6,36)=2x
What is x=1
200
f(x)=⎥x⎢ shifted down 4 and left 3
What is f(x)=⎢x+3⎥-4
200
g(f(x)), when f(x)=x^2, and g(x)=x+1
What is (x^2)+1
300
when supplementary angles are adjacent
What is a linear pair
300
x=10(12^2)
What is x=1440
300
log(12,x)=2
What is x=144
300
f(x)=1/x shifted up 1, right 7, and flipped over the x-axis
What is f(x)=(-1/x-7)+1
300
the inverse of f(x)=2x+1
What is f(x)=(x-1)/2
400
the distance between (2,0) and (5,4)
What is 5
400
10x=6(6^2)
What is x=21.6
400
log(x,3375)=3
What is x=15
400
the transformations done to f(x)=x^3 to get f(x)=(-x-6^3)-8
What is shifted right 6, down 8, and flipped over the x-axis
400
g(f(x)), when f(x)=3x-4, and g(x)=(x^3)+7
What is ((3x-4)^3)+7
500
x when, in ∆ABC, ∠A=3x-1, ∠B=6x+2, and ∠C=3x+31
What is x=32½
500
5x^2=25(x^2)
What is x=12
500
log(x)=log(5,25)
What is x=100
500
the transformations done to f(x)=(x^2)+1 to get f(x)=(½x^2)+1
What is shifted down 1, and horizontally stretched by a factor of 2
500
the inverse of f(x)=(4x^3)+6
What is f(x)=∛(x-6)/4
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