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Additional
limit of a function
English Wikipedia - The Free Encyclopedia
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Limit of a function
Although the function (sin
x
)/
x
is not defined at zero, as
x
becomes closer and closer to zero, (sin
x
)/
x
becomes arbitrarily close to 1. In other words, the limit of (sin
x
)/
x
as
x
approaches zero equals 1.
In
mathematics
, the
limit of a function
is a fundamental concept in
calculus
and
analysis
concerning the behavior of that
function
near a particular
input
.
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