Question: The current which flows through a thin copper wire is uniformly distributed in the interval ([0,10]) (in (m A) ). For safety reasons, the current

The current which flows through a thin copper wire is uniformly distributed in the interval $[0,10]$ (in $m A$ ). For safety reasons, the current should not fall below the crucial level of $4 \mathrm{~mA}$.

What is the probability that at any randomly chosen time point the current is below $4 m A$ ?

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