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intersectie

Intersectie is a term used in mathematics, geometry, probability, logic, and urban planning to describe a point or region where two or more objects meet or cross. In everyday language it can refer to any crossing or junction.

In set theory, the intersection of a collection of sets is the set of elements that belong

In geometry, the intersection describes the common points of geometric objects. The intersection of two lines

In probability and statistics, the intersection refers to the event that all specified events occur. P(A ∩

In urban planning and transportation, intersectie refers to places where roads cross or join, known as intersections

The term derives from Latin intersectio, meaning “a cutting between,” reflecting the idea of crossing or meeting

to
every
member
of
the
collection.
It
is
denoted
by
the
symbol
∩.
For
example,
the
intersection
of
A
and
B,
written
A
∩
B,
consists
of
the
elements
that
are
in
both
A
and
B.
The
intersection
operation
can
be
extended
to
many
sets.
is
the
point
where
they
cross
(if
the
lines
are
not
parallel).
The
intersection
of
curves
or
surfaces
is
the
set
of
all
points
lying
on
each
object.
In
higher
dimensions,
intersections
can
be
points,
lines,
curves,
surfaces,
or
regions,
and
may
be
empty
in
some
configurations.
B)
denotes
the
probability
that
both
A
and
B
happen.
In
logic,
intersection
corresponds
to
the
logical
conjunction.
or
crossroads.
They
can
be
controlled
by
traffic
signals,
stop
signs,
or
roundabouts,
and
may
vary
from
simple
two-way
crossings
to
complex
interchanges.
points
across
disciplines.