1. Kostya is making a car trip from point A to point B, which are 320 km apart. The route of the trip is displayed on the computer screen. At any moment in time $t$ (hours), Kostya can receive information about the distance traveled $s(t)$ (km), the speed of movement $v(t)$ (km/hour), and the estimated time $T=T(t)$ (hours) until the end of the trip. The program for calculating $T(t)$ is based on the assumption that the remaining part of the journey will be traveled at a speed equal to the average speed of the vehicle's movement over the time interval $[0 ; t]$. One hour after the start of the trip, he looked at the speedometer - 60 km/h. On the time interval $[1 ; 2]$, Kostya noticed that $T>1$ and does not change. How far from point $A$ was the car two hours after the start of the trip? What was the speed of the car 2 hours after the start of the trip?
Answer: 1) 128 km; 2) 38.4 km/h.