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Words by Math and 'Real World' Definitions
Can you name the words given their math and 'real world' definitions?
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Math Typing Challenge
'Real World' Definition
A positive integer.
Having undergone little or no processing and containing no chemical additives.
To list or name numerals in order.
A nobleman equivalent in rank to an English earl.
Sum of the diagonal entries of a matrix.
To copy by following the lines of the original on a superimposed transparent sheet.
The set of all rational and irrational numbers.
True; being an actual thing; having objective existence.
A commutative division ring.
An expanse of open or cleared ground; to answer or reply skillfully.
Given or felt by each toward the other; mutual.
Polynomials over the integers, for example.
A typically circular band of metal.
A function that has continuous derivatives.
Generally flat or unruffled; not rough.
The process of calculating the result when a number x is taken y times.
To grow in number, quantity, etc.; increase.
If a*b = b*a, then a and b are said to ________.
To travel some distance regularly between one's home and one's place of work.
A vector perpendicular to a plane.
Conforming to the standard or the common type; Usual.
An exponent to which a given quantity is raised.
Ability to do or act; capability of doing or accomplishing something; political or national strength.
Given two intersecting lines, the amount of rotation required to bring one into correspondence with the other.
A viewpoint; standpoint; to fish with hook and line.
A positive integer x greater than 1 which is only divisible by 1 and x.
Of the first importance; demanding the fullest consideration; the most flourishing stage or state.
To multiply a number by itself.
An open area or plaza in a city or town; conventional or conservative in style or outlook; not hip.
The set of all numbers that a function maps to 0.
The edible central part of a seed, nut, or fruit within the shell or stone.
The ratio of a circle's circumference to its diameter.
The 16th letter of the Greek alphabet.
Numbers of the form x + iy, where i*i = -1.
Composed of many interconnected parts; a fixed idea; an obsessive notion.
An infinite ordered set of terms combined together by the addition operator.
A daily or weekly program with the same cast and format and a continuing story.
'Real World' Definition
A set containing all its limit points; a set whose complement is open
Having or forming a boundary or barrier; not public; restricted; exclusive.
A way of associating unique objects to every element in a given set.
A representation, usually on a flat surface, of the features of an area of the earth.
The result of multiplication.
A thing created by labor.
A relation that uniquely associates members of one set with members of another set.
Any ceremonious public or social gathering or occasion.
A topological space that is Hausdorff and locally Euclidean.
Of many kinds; a chamber having several outlets through which a liquid or gas is distributed or gathered.
To see how many times a number goes into another number.
To separate in opinion or feeling; cause to disagree.
A number which cannot be expressed as a fraction.
Without or deprived of normal mental clarity or sound judgment.
To find the area under a graph.
To make up, combine, or complete to produce a whole or a larger unit.
A quotient of trig functions, abbr.
To make brown by exposure to ultraviolet rays, as of the sun.
To compute the rate of change of a function.
To make a distinction; to perceive the difference in or between.
A transformation consisting of a constant offset with no rotation or distortion.
A rendering of something into another language.
The symbol used to indicate an nth root.
Thoroughgoing or extreme, especially as regards change from accepted or traditional forms.
The number of holes in a surface (roughly).
A taxonomic group between family and species.
A trig function, abbr.
Any reprehensible or regrettable action, behavior, lapse, etc.
A knot invariant.
A sound made by a dog.
The values of x for which f(x) = 0
Any underground part of a plant.
The exponent indicating the power to which a fixed number must be raised to obtain a given number, abbr.
A portion or length of the trunk or of a large limb of a felled tree.
An array of numbers, often used to represent a linear transformation.
Something that constitutes the place or point from which something else originates, takes form, or develops.
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