When driving in a city, taxicabs are restricted to city streets, and so distances traveled are measured in the number of blocks the taxi has to travel to
get from one place to another. In the map part of Chicago at the right, each north-south block is one taxicab block, and each east-west block is half a taxicab block. This the distance from point A, at W. Byron St. and N. Sacramento Ave., to point B, at W. Irving Park Rd. and N. Francisco Ave., is 2 taxicab blocks. Find all other street intersections that are 2 taxicab blocks from point A. To make your task easier, put a grid on the map, with A being at the origin, so B is at (1,1). Then you can name the other intersections by their coordinates. On what shape do all the points seem to lie?
Im kind confused on what your trying to ask me??
I'm confused to. That's why I'm on here.
it is easy do you still need help ?
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I know. I don't know how I'm supposed to put it on a grid.
how many blocks from cross streets of N. Sacramento Ave & W. Byron Street to N. San Francisco Ave & W. Byron Street?
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