Using X and Y as the map coordinates, where X is east and west (positive or negative) and Y is north and south (positive and negative), and the point 0,0 as a starting point, you can show the following: * 14 blocks north to 0,14 * 16 blocks east to 16, 14 * 26 blocks south to 16, -12 The final location is 12 blocks south and 16 blocks east of the starting point. If there were a straight diagonal street, the truck would be 20 blocks from the start (square root of 122 and 162), just east of a SE direction.
3 blocks east
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!
Assuming you are referring to 16 by 16 feet, 16 sqrd = 256 453/256 = 1.77 blocks.
Assuming they are 8 inch*16 inch blocks, 144 square feet = 144*12*12 square inches. So number of blocks required = 144*12*12/(8*16) = 162
It depends. Assuming that you mean 12 by 12 in. blocks, then you would need 105 of them, because 12 inches is one foot, and 1x1=1. 105 divided by 1 is 105.
5 blocks
If Meg walks 5 blocks south, then turns around and walks 8 blocks back, her displacement is 3 blocks.
That is incorrect. The distance travelled north cancels out the distance travelled south. Therefore - he only travels three blocks east.
The displacement made by the stranger from the origin to the Mini store is 5 blocks north and 3 blocks east. This can be represented by a vector with a magnitude of 5 blocks and a direction of 37 degrees north of east.
17 blocks
True.
3 blocks east
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
Yes, moving 3 blocks east represents a displacement because it indicates a change in position from the starting point. Displacement is a vector quantity that measures the overall change in position regardless of the path taken.
False
3
The total is 3