  We prove annealed scaling relations for planar Voronoi percolation. To our
knowledge, this is the first result of this kind for a continuum percolation
model. We are mostly inspired by the proof of scaling relations for Bernoulli
percolation by Kesten [Kes87]. Along the way, we show an annealed
quasi-multiplicativity property by relying on the quenched box-crossing
property proved by Ahlberg, Griffiths, Morris and Tassion [AGMT16].
Intermediate results also include the study of quenched and annealed notions of
pivotal events and the extension of the quenched box-crossing property of
[AGMT16] to the near-critical regime.
