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Can you name the words given their math and 'real world' definitions?
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Math Typing Challenge
'Real World' Definition
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.
To compute the rate of change of a function.
To make a distinction; to perceive the difference in or between.
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.
A function that has continuous derivatives.
Generally flat or unruffled; not rough.
Polynomials over the integers, for example.
A typically circular band of metal.
A knot invariant.
A sound made by a dog.
A commutative division ring.
An expanse of open or cleared ground; to answer or reply skillfully.
To find the area under a graph.
To make up, combine, or complete to produce a whole or a larger unit.
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.
Given or felt by each toward the other; mutual.
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.
The set of all rational and irrational numbers.
True; being an actual thing; having objective existence.
A relation that uniquely associates members of one set with members of another set.
Any ceremonious public or social gathering or occasion.
A number which cannot be expressed as a fraction.
Without or deprived of normal mental clarity or sound judgment.
The ratio of a circle's circumference to its diameter.
The 16th letter of the Greek alphabet.
A transformation consisting of a constant offset with no rotation or distortion.
A rendering of something into another language.
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.
The result of multiplication.
A thing created by labor.
'Real World' Definition
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.
The symbol used to indicate an nth root.
Thoroughgoing or extreme, especially as regards change from accepted or traditional forms.
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.
The values of x for which f(x) = 0
Any underground part of a plant.
To see how many times a number goes into another number.
To separate in opinion or feeling; cause to disagree.
A positive integer.
Having undergone little or no processing and containing no chemical additives.
The process of calculating the result when a number x is taken y times.
To grow in number, quantity, etc.; increase.
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.
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.
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.
To list or name numerals in order.
A nobleman equivalent in rank to an English earl.
A trig function, abbr.
Any reprehensible or regrettable action, behavior, lapse, etc.
The number of holes in a surface (roughly).
A taxonomic group between family and species.
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 quotient of trig functions, abbr.
To make brown by exposure to ultraviolet rays, as of the sun.
Sum of the diagonal entries of a matrix.
To copy by following the lines of the original on a superimposed transparent sheet.
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.
Numbers of the form x + iy, where i*i = -1.
Composed of many interconnected parts; a fixed idea; an obsessive notion.
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