A train travels east towards Hubli at $80\, km/hr.$ A man on the train runs from the front of the train toward the rear of the train at $10\, km/hr$ with respect to train. As he runs, he carries a plate of fruit with him. He notices a giant spider on the plate and throws the plate away from him (toward the rear of the train) at $20\, km/hr$ with respect to him. Just after that instant, the startled spider jumps towards the man at $5\, km/hr$ with respect to plate. The instant after the spider jumps toward the man, how fast is the spider approaching Hubli?