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Street to a Single Point

Looking down a long street, the edges of the road, the rows of tiles, and the building lines all appear to meet at one spot on the horizon. Nearby objects look large, while distant objects look small.

In the picture

  1. The point on the horizon where receding parallel lines converge.
  2. A floor-tile seam: a ground line that runs toward the horizon.
  3. A window sill: a level line on a building beside a side edge that recedes.
  4. A distant figure: a person farther away, appearing smaller near the horizon.

Examples

  • A straight road or railway track seen from the middle.
  • A hallway or tunnel photographed from one end.

Quiz: Street to a Single Point (Age 16)

  1. In one-point perspective, what happens to parallel lines that recede into depth?

    • They remain equally far apart all the way into the distance.
    • They converge at a single vanishing point on the horizon.
    • They curve away from the horizon as they recede.
  2. How does distance affect the apparent size of figures in an image?

    • Farther figures look larger, while nearer figures look smaller.
    • Farther figures look smaller, while nearer figures look larger.
    • Distance does not affect how large figures look.
  3. What is the vanishing point in one-point linear perspective?

    • The single point on the horizon where receding parallel lines converge.
    • The point where all vertical lines in the scene meet.
    • The nearest point on the ground directly below the viewer.

The answers, each with its explanation, are in the app. This lesson has left the free week, so its quiz is part of the subscription.

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Art, Age 16