Funtions
Exponents
Logarithms
Postulates and Theorems
Sequences
100
The most generic equation of a linear function.
What is y = mx+b
100
simplify: x^0
What is 1
100
log(10^58345)
What is 58345
100
If two lines in the same plane are parallel to a third line, then they are ____________ to eachother
What is parallel
100
How high somebody is from the floor based on how many stairs he has climbed is represents a(n) _____________ sequence.
What is arithmetic
200
parent equation for a parabolic line
What is y = x^2
200
Simplify (xy)^2
What is x^2*y^2
200
what is x if 4^x = 9
What is Log(16)/log(4)
200
The measure of angle 1 = 60°, If a line bisects angle 1 to form angles 2 and 3, then their measures are 30° We know this because of the __________.
What is angle bisectors definition.
200
In an arithmetic sequence, r = __________.
What is a sub(n+1) - a sub(n)
300
describe the transformations of y = 8*2^(x-4)-5
What is transformed to the right by 4, down by 5, and stretched vertically by a factor of 8
300
simplify (x+y)^2
What is x^2+2xy+y^2
300
The logarithmic product property states that:
What is log(m)/log(b) + log(n)/log(b) = log(mn)/log(b)
300
The two acute angles of a triangle are complementary if and only if the other angle is ___________.
What is right
300
A sequence is a function whose domain is ______________.
What is the counting numbers.
400
domain of y = -√(3-x)
What is x≤3 or (-∞,-3]
400
write (√3)^9 as a rational exponent
What is 3^(9/2)
400
if a = log3 and b = log4: Write log.75 in terms of a and b
What is a-b
400
An statement that seems true but has neither been proved true or false.
What is a conjecture
400
In a geometric sequence, r = __________.
What is a sub(n+1)/a sub(n)
500
f(x) = 4x+2 g(x) = x^2 find g(f(2))
What is 100
500
(√5)^(√62)*(√5)^(-√62)
What is 1
500
find x if log(x)/log(8) = -2/3
What is 1/4
500
Define corollary.
What is a proposition that follows directly from the proof of another proposition. http://dictionary.reference.com/browse/corollary
500
a sub(n) = 3^n Write as a recursive formula.
What is a sub(1) = 3, a sub(n-1) * 3 for n≥2
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