| Terms |
Definitions |
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variable
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hensuu
|
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4
|
4
|
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Addition
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Sum
|
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4x1
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4
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3X4
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12
|
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point
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a location
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5x5
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Figure it out!
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5 x 10
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50
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parallelogram area
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area = lh
|
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AREA OF A TRAPEZPID
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A12HB1B2
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12 x 7
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12 x 8
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Denominator
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Bottom number of a fraction.
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SKEW LINES
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DIFFERENT PLANES THAT NEVER INTERSECT
|
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money
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any circulating medium of exchange, including coins, paper money, and demand deposits.
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plane
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a flat surface that extends indefinitely in all directions and has no thickness
|
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rhombus
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A parallelogram with four equal sides and with corners that need not be square.
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parallelogram
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a quadrilateral with both pairs of opposite sides parallel
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triangle
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a closed plane figure having three sides and three angles.
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minuend
|
a number from which another is subtracted.
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logarithms
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y = log(little b)x asks b^y = x
|
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interval
|
a space of time between events or states.
|
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sphere
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a solid figure with all points the same distance from the center point
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change
|
to give or get smaller money in exchange for:
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proportional
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two quantities having the same or a constant ratio or relation
|
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Multiplication
|
Multypling two or more numbers by each other.
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Recursive ranking
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use method x to determine first place winner...eliminate and use same method to determine second and third place.
|
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factor pair
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a pair of numbers whose product equals a given number
|
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vertical angles
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one of two opposite and equal angles formed by the intersection of two lines.
|
|
Enter your front text here.
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Enter your back text here.
|
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In a square root, what is the number under the radical sign (ã) called?
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The radicand.
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dividend
|
a number that is to be divided by a divisor.
|
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Surface Area of a Cone
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(Pie) (Radius Squared) +(Pie x Radius x Slant Height)
|
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parallel lines
|
if two lines in the same plane do not intersect, we say that the lines are
|
|
The top number in a fraction tells how many what?
|
parts or shares we have
|
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Lemma bounded subset of E to the n...union of finite
|
Let S be a bounded subset of E to the n. Then for any epsilon>0, S is contained in the union of a finite number of closed balls of radius epsilon.
|
|
65+25
|
90
|
|
12
|
144
|
|
13+2
|
15
|
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12x7=
|
84
|
|
1PT= _____CUPS
|
2
|
|
4 x 3
|
12
|
|
linear
|
a straight line
|
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3 x 4
|
12
|
|
one right angle
|
Right triangle
|
|
fraction
|
represents part of a whole
|
|
quadrilateral
|
a polygon with 4 sides
|
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mid-point formula
|
[(x₁+ x₂)/2 , (y₁+ y₂)/2]
|
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rate
|
a ratio that compares unlike units
|
|
sum
|
aggregate of two or more numbers
|
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numeral
|
a written symbol that names a number.
|
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linear inequality
|
a mathematical sentence that describes a region of the coordinate plane having a boundary line each point in the region is a solution of the inequality
|
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product
|
the result obtained by multiplying two or more quantities together.
|
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outcome
|
A possible result of a probability experiment
|
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acute angle
|
an angle less than 90 degrees
|
|
right angle
|
angle that is formed when you haveperpendicular lines
|
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r x-axis, r y-axis
|
R over the the origin
|
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finite
|
a set of elements capable of being completely counted and not zero
|
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multiply
|
to make many or manifold; increase the number, quantity, etc., of.
|
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Divisor
|
the number by which the dividend is divided
|
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Triangular numbers
|
the numbers in the pattern in the previous investigation
|
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a triangle that has at least 2 congruent sides
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isosceles triangle
|
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hundredth
|
one part of 100 equal parts of a whole
|
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quadrant
|
1 of the 4 regions that a coordinate plane is divided into by the x- axis and the y- axis
|
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trapezoid area
|
area = [(base1 + base2) / 2] · h
|
|
What are the reciprocal trigonometric functions?
|
Cosecant = 1/sine
Secant = 1/cosine
Cotangent = 1/tangent
|
|
measure of a minor arc
|
the measure of its central angle
|
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SOHCAHTOA, say what???(What are the trigonometric functions?)
|
SOH: Sine Opposite Hypo
CAH: Cosine Adjacent Hypotenuse
TOA: Tangent Opposite Adjacent
|
|
multiplying
positive(positive)
|
positive
|
|
solution of the system of linear equations
|
any ordered pair in a system that makes all equations true
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