On a Saturday morning, Sue felt like getting some exercise. Sos
he left home at 7am and walked to a shop along a flat road. When
she reached the shop, she immediately started to walk to an oval
along a road which was never flat. After she came to the oval, she
did not stop but turned around and walked along the same route back
home. She got home at noon. What was the distance she covered
during the morning, if her speeds on flat road, uphill and downhill
were 4km/h, 3km/h and 6km/h respectively?