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Spatial Orientation and Map Reading Flashcards

7 cards from real NPOST practice questions. Tap to flip, then mark Knew It or Still Learning — missed cards come back until you master them.

Read the first 7 Spatial Orientation and Map Reading flashcards as text
  1. A suspect fled in the direction of 270 degrees on a standard compass. Which cardinal direction does this represent?

    Answer: West

    On a standard compass, 0°=North, 90°=East, 180°=South, and 270°=West.

  2. An officer must cross a rectangular patrol district from the southwest corner to the northeast corner. The district is 4 blocks tall (north-south) and 6 blocks wide (east-west). What is the shortest grid-route distance?

    Answer: 10 blocks

    The shortest grid route requires 4 blocks north plus 6 blocks east, totaling 10 blocks.

  3. A location is described as '1 block north of the park' and also '2 blocks south of the library.' How far apart are the park and the library?

    Answer: 3 blocks

    The location is 1 block above the park and 2 blocks below the library, so the library is 1 + 2 = 3 blocks north of the park.

  4. Officer Kim is facing north, makes a right turn, drives 2 blocks, then makes another right turn. What direction is she now facing?

    Answer: South

    Facing north → right turn faces east → another right turn faces south.

  5. A witness describes a vehicle traveling 'from the lower-left corner to the upper-right corner' of an intersection. Based on standard map orientation (north at top), which direction was the vehicle heading?

    Answer: Northeast

    On a standard map, lower-left is southwest and upper-right is northeast, so the vehicle traveled from southwest to northeast.

  6. During a foot pursuit, a suspect runs 5 blocks north, then 5 blocks east, then 5 blocks south. Where is the suspect now relative to where the chase began?

    Answer: 5 blocks east of start

    The 5 blocks north and 5 blocks south cancel each other out, leaving the suspect exactly 5 blocks east of the starting point.

  7. A road runs diagonally from northwest to southeast. An officer driving toward the northwest makes a 90-degree right turn. What direction is the officer now facing?

    Answer: Northeast

    Traveling northwest (315°) and turning 90° clockwise adds 90°, yielding 45°, which is northeast.