What is a sequence?
0o, 90o, 180o, and 270o make up what type of angles?
Quadrantal angles
The point contains either the maximum or minimum value of the parabola.
What is the vertex?
Given (x - 1) / (x - 1)(x + 7)(x - 3), how many non-permissible values will there be?
This branch of mathematics deals with size, shape, and dimensions.
What is geometry?
Find the general term of {-2, 5, 12, ...}
tn = -2 + (n - 1)(7)
OR
tn = 7n - 9
For 0 β€ π < 360o, if sinπ = 1/2 in QII, then what is π?
π = 150o
This vertical line divides the parabola into two symmetrical halves.
What is the axis of symmetry?
For x/(x + 5) and 1/(2x + 10) what is LCD?
LCD: 2(x + 5)
This ancient Greek philosopher/mathematician's name rhymes with the children's popular item "Play-Doh"
Plato
The first term of an arithmetic series is 5, the 40th term is 95. What is the sum of the first 40 terms?
2000
For which of the following values is tanπ undefined?
00, -50o, 45o, 90o, 180o
90o
Solve:
x2 + 4x - 45 = 0
2/(x - 1) = 5/(x + 2)
x = 3
These two numbers are neither composite nor prime.
0 and 1
For what values of r must an infinite geometric series be in order for the series to be convergent?
-1 < r < 1
3tan(45o) + 2sin(30o) - cos(30o) - sin(180o) =
4 - β3/2
For a quadratic function in vertex form, if a < 0 and q < 0, then how many x-intercepts will there be?
A rational number is a ratio of integers, whereas a rational expression is a ratio of _________.
polynomials
This calculating device has been used since ancient times.
What is an abacus?
The first term of an infinite geometric series is 25. The common ratio is 1/3. To what numerical value will this series converge?
75/2
Or 37.5
This law can be used when given an angle, a side-length across from the given angle, and another side-length.
What is the sine law?
Convert y = x2 - 8x + 1 to vertex form.
y = (x - 4)2 - 15
What is/are the non-permissible value(s) of:
1 / (x3 - x2 - 2x)
x β 0, x β 2, x β -1
This famous number can be obtained by taking the length of the circumference and dividing it by the diameter.
What is π?