To achieve a circular orbit, you need to have a velocity of $$v = \sqrt{Gm/r}$$ which is about 7 km/s at the Earth’s radius, but the Earth’s rotational speed is only about 460 m/s (by taking the circumference and dividing by $24*60*60$).
What would happen if the Earth was rotating at the 7 km/s speed? What would jumping be like? Would air travel use orbital mechanics? Would the planet even stay together?
I’m less interested in the effects of a sudden change to that rotational velocity (like your face would melt off because the air would burn as the rotation accelerated), and I’m more interested in what moving around would be like on the planets surface. Instead of speeding up the Earth, a decrease in G to make the speeds match up would be an alternative scenario.