According to the Mean Value Theorem, for a continuous function f(x) in the interval [a, b], there exists a value ξ in this interval such that \(\mathop \smallint \limits_a^b f\left( x \right)dx =\)

1
f (ξ) (b - a)
2
f (b) (ξ - a)
3
f (a) (b - ξ)
4
0

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