Show:
Functions: Domain, Range, Composition, Inverse
Functions: Transformations
Exponents
Logarithms
Geometry
100
log(2,x)
What is the inverse of 2^x?
100
y=2x+5
What is a linear equation with a slope of 2 and a y-intercept of 5?
100
3^4
What is 81?
100
Definition of a logarithm.[log(b,a)=x]
What is a=b^x
100
This word is used for geometry when something is identical in form.
What is congruent?
200
The general form of an exponential function.
What is y=ab^x
200
f(x-2)+6
What is a function moved to the right 2 and up 6.
200
a^-1
What is 1/a?
200
log(5,125)
What is 3?
200
The shortest distance between two points.
What is a line?
300
The inverse of (x+9)/3.
What is 3x-9=y?
300
g(x) = √(-x)
What is the square root function flipped horizontally?
300
2^5
What is 32?
300
log(4,h)=5
What is 1024?
300
Opposite angles created by two intersected lines are congruent.
What is Vertical Angles?
400
The range of f(x)=√(x+2).
What is x≥-2?
400
f(x)=1/(2x-4) +5
What is the reciprocal function moved to the right 4 and up 5, squeezed by a factor of 2?
400
a^7*a^8
What is a^15?
400
Expand log([x(y-2)^2]/[z^4])
What is log(x)+log(2,y-2)-4log(z) ?
400
The exterior angle of a triangle is equal to these.
What is the sum of the remote angles?
500
Let t(x) = 3x – 1 and v(x) = 4x²+1. Evaluate v(t(x))
What is v(t(x))=4(3x – 1)²+1?
500
A function stretched by a factor of 4, moved to the left by 6 and moved down by a factor of 9.
What is f((x/4)+6)-9?
500
(4^3)/(2^6) Without calculator.
What is 1?
500
log(n,b)≈78 and log(n,c)≈122, find the value of log(n, bc)
What is 200?
500
If a transversal intersects two parallel lines, then __________ are supplementary.
What is same-side interior angles theorem?