{0.5, 0.25, 0.125, ...}, what is the common ratio, r?
r = 0.5 or r = 1/2
If tanπ = 1, then what type of triangle can be formed?
A right isosceles triangle.
y = a(x - p)2 + q, is a quadratic function in...
vertex form
The two terms 7β2 and 11β2 can be added together as 18β2 since they are...
like terms
For the rational expression, ab2/b(c - 1), what is/are the non-permissible value(s)?
b β 0, c β 1
A type of sequence in which the difference between consecutive terms is constant.
What is an arithmetic series?
If π = 320, then what is the reference angle?
40o
Given y = x2 + 10x + 25, what is/are the root(s)?
x = -5
Given β56, what is this number when expressed as a mixed radical?
2β14
Given the rational expressions 1Γ·2(x - 1), and 5Γ·7x, what is the lowest common denominator, LCD?
14x(x - 1)
For an infinite geometric series, if the first term 27 and the common ratio is 1/2, then to what numerical value will the infinite series converge at?
54
For π in standard position, if sinπ < 0, and cosπ < 0, and the reference angle is 33o, then what is the angle in standard position?
213o
Given y = -1(x + 7)2 + 2, what is the axis of symmetry?
x = -7
β(32x2y3) Γ· β(8x2y) =
2y
(x - 2)(x + 7) Γ· [(2 - x) / (x + 7)2] =
(-1)(x + 7)
or -x - 7
This law can be used when two side-lengths and the angle formed between them is given.
What is the cosine law?
x2 + 5x - 84 = 0
x = 7, x = -12
(β7)(β24 - 2β3) =
2β42 - 2β21
These two quadrantal angles result in tanπ being undefined.
π = 90o and π = 270o