Go 2 blocks north, and 3 blocks east. You're just going backwards in the way you came.
2 blocks west and then 3 blocks south
You would have to walk 10 blocks south and then 5 blocks west or something like that for example 3 blocks west then 5 blocks south then 2 blocks west then 5 blocks south again but it all adds up to be a total of 15 blocks.
3 blocks west
2 blocks south
3
You finish 2 blocks east and 8 blocks south of your starting point.
The answer is....................................... LOL do it yourself, lml no its ................ Me giving you the answer wont help you............. I bet your still waiting or you went back but okay... your still here -________- suits your self Its 2 blocks east!
The total is 3
It's a total of seven blocks... You would need to walk 5 blocks south, and 2 blocks east to end at your original starting place !
Edward and his family are sightseeing. They walk two blocks north, four blocks west and two blocks south. All together they have walked blocks and have a total displacement magnitude only of 8. 2+4+2=8
The answer is one block. if you draw on a map where Charlie is, and move him in the correct directions, you will see that he is almost back where he began, only one block to the north of where he first started. This is a simple exercise in X and Y map coordinates. Setting the initial point at 0,0 and adding numerically, you can determine the final point. Let X be the points east and west (right and left as on a map). Let Y be the points north and south (up and down as on a map). Adding each change to the 0,0 starting point we get : * 4 blocks north = 0,4 * 2 blocks east = 2, 4 * 3 blocks south = 2, 1 * 2 blocks west = 0,1 Using this form, it is easy to see that he reversed his east-west movement completely, and only had a net change of +1 (north) on his north-south movement.
It's about 2 miles: about a mile west and a mile north. For reference: in New York City, about 17 to 20 street blocks (north/south blocks) equals a mile, and about 5 to 10 avenue blocks (west/east blocks) equals a mile. The length of the avenue blocks varies by neighborhood.