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3 blocks east
Two blocks east of their starting position.
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!
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.
The total displacement will be calculated using Pythagoras theorem. The distance traveled will form the two sides of the triangle. Hence we have to calculate the hypotenuse side using the formula Square root of (2 power 2 + 1 power 2)=Square root(5)=2.23
The total is 3
3
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 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.
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.
3 blocks east
8 R1CO95- Well eight not 8. ^_^
8 R1CO95- Well eight not 8. ^_^
5 blocks
If Meg walks 5 blocks south, then turns around and walks 8 blocks back, her displacement is 3 blocks.
True.
The girl's displacement can be calculated by finding the net distance and direction from her starting point to her ending point. Using the Pythagorean theorem, her displacement would be approximately 5.00 blocks in a northeast direction.