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Question
it takes greta 12 minutes to walk each block on the grid. how long will it take greta to walk from the office supply store to the game store, and then from the game store to the radio tower?
Step1: Identify Coordinates
First, find the coordinates of the office supply store, game store, and radio tower. From the grid:
- Office Supply Store: Let's assume its coordinates (x1, y1). Looking at the grid, office supply store (let's say) is at (1, 3) (adjust based on grid, but need to check the icons). Wait, better: the office supply store icon is at a position, game store at another, radio tower at another. Wait, the legend: office supply store is the first icon. Let's re-express:
Wait, the grid has x and y axes. Let's list the positions:
- Office Supply Store (OSS): Let's say from the grid, OSS is at (1, 3) (assuming the grid squares: each block is 1 unit). Game Store (GS): Let's find GS icon. The game store is the blue cross, which is at (-3, 3)? Wait, no, the legend: game store is the blue cross. Let's check the grid:
Wait, the x-axis (horizontal) and y-axis (vertical). Let's count the blocks between OSS and GS, then GS and Radio Tower (RT).
Wait, maybe better:
- Find distance from OSS to GS: count the number of blocks (horizontal + vertical, since it's a grid, we use Manhattan distance? Wait, the problem says "walk each block on the grid" – so it's the number of blocks (each block is a unit, so distance is number of blocks, since you walk along the grid, so horizontal and vertical moves).
First, identify the coordinates:
- Office Supply Store (OSS): Let's say its position is (1, 3) (from the grid, the first icon's position).
- Game Store (GS): The blue cross (game store) is at (-3, 3)? Wait, no, looking at the grid, the game store (blue cross) is at x=-3, y=3? Wait, the grid has x from -3 to 3, y from -3 to 3? Wait, the grid lines: x-axis (horizontal) with 0 at center, positive to right, negative to left. y-axis (vertical) with 0 at center, positive up, negative down.
Wait, the office supply store icon (first in legend) is at (1, 3) (top middle). Game store (blue cross) is at (-3, 3) (left top). Radio Tower (RT): the radio tower icon is the fifth in legend, which is at (-2, 3)? Wait, no, the radio tower is the "radio tower" icon, which is the fourth? Wait, legend: radio tower is the fourth icon (after garbage dump, etc.). Wait, maybe I messed up. Let's re-express:
Wait, the problem is: walk from office supply store to game store, then game store to radio tower.
First, count the number of blocks between OSS and GS:
From OSS to GS: horizontal distance: |x_GS - x_OSS|, vertical distance: |y_GS - y_OSS|. But since it's a grid, you walk along the grid, so total blocks is |x_GS - x_OSS| + |y_GS - y_OSS|? Wait, no, if they are on the same horizontal or vertical line, it's the difference. Wait, maybe OSS and GS are on the same horizontal line (same y-coordinate). Let's check:
Office Supply Store (OSS) icon: looking at the grid, OSS is at (1, 3) (top row, x=1, y=3). Game Store (GS) is at (-3, 3) (x=-3, y=3). So horizontal distance: |-3 - 1| = 4 blocks? Wait, no, 1 to -3: 1 - (-3) = 4? Wait, 1 to 0 is 1, 0 to -3 is 3, total 4? Wait, no, 1 to -3: the number of blocks is 4 (since each block is 1 unit, moving from x=1 to x=-3: 1 - (-3) = 4? Wait, 1 to 0: 1 block, 0 to -1: 2, -1 to -2: 3, -2 to -3: 4. So 4 blocks. Then from GS to Radio Tower (RT): GS is at (-3, 3), RT is at (-2, 3)? Wait, no, RT is the radio tower icon, which is at (-2, 3)? Wait, the radio tower is the fourth icon in the legend. Let's check the grid: radio tower is at (-2, 3)? Wait, no, the post office is at (-2, 3)? Wait, the legend: radio tower is the fourth icon (after hamburger, post office, garbage dump, radio tower? Wait, legend: hamburger joint, po…
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60 minutes (assuming 5 blocks total, 5*12=60. If blocks are different, adjust, but based on grid analysis, 5 blocks, so 60 minutes).