-
number is a
number that can be used to
measure a
continuous one-dimensional
quantity such as a distance,
duration or temperature. Here,
continuous means that...
- set of
rational numbers and is
represented by the
symbol Q or Q{\displaystyle \mathbb {Q} },
which stands for quotient. A
number is a
rational number...
- namely,
rational egoism,
dogmatic intuitionism, and utilitarianism.
Rational egoism is the view that, if
rational, "an
agent regards quantity of consequent...
- been
extended over the
centuries to
include zero (0),
negative numbers,
rational numbers such as one half (12){\displaystyle \left({\tfrac {1}{2}}\right)}...
- time, each
raised to an
integer (and
occasionally rational) power. The
dimension of a
physical quantity is more
fundamental than some
scale or unit used...
-
Euclidean geometry and trigonometry,
called rational trigonometry. The book
advocates replacing the
usual basic quantities of trigonometry,
Euclidean distance...
-
Bounded rationality is the idea that
rationality is
limited when
individuals make decisions, and
under these limitations,
rational individuals will select...
-
stands to mq as p/q
stands to the
rational number m/n (dividing both
terms by nq).
Definition 6 says that
quantities that have the same
ratio are proportional...
- conversation,
called the
Gricean maxims—
quantity, quality, relation, and manner.
These four
maxims describe specific rational principles observed by
people who...
- In mathematics, the
irrational numbers (in- +
rational) are all the real
numbers that are not
rational numbers. That is,
irrational numbers cannot be expressed...