  In this work, we study the tidal response of a rotating BTZ black hole to the
scalar tidal perturbation. We show that the real component of the tidal
response function isn't zero, indicating that a rotating BTZ black hole
possesses non-zero tidal Love numbers. Additionally, we observe scale-dependent
behaviour, known as log-running, in the tidal response function. We also
conduct a separate analysis on an extremal rotating BTZ black hole, finding
qualitative similarities with its non-extremal counterpart. In addition, we
present a procedure to calculate the tidal response function of a charged
rotating BTZ black hole as well.
