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1 PHYSICS MCQS

For being able to see three-dimensional pictures we have to use?

  • A binocular
  • A camera
  • An epidiascope
  • A stereoscope
Correct Answer: A. A binocular

Detailed Explanation

A stereoscope is an optical device used to view three-dimensional (3D) images by presenting two offset pictures separately to the left and right eye of the viewer. The human brain then combines these two images to give the perception of depth and solidity, creating a three-dimensional visual experience.


The principle behind the stereoscope is based on binocular vision, which is the natural way humans perceive depth. Our two eyes are separated by a small distance, each capturing a slightly different image of the same object. The brain merges these two images, allowing us to judge distances and see objects in three dimensions. A stereoscope artificially reproduces this effect using specially prepared images taken from slightly different angles.There are different types of stereoscopes:




  • Lens stereoscope: Uses lenses to magnify and combine the two flat images.




  • Mirror stereoscope: Uses mirrors for viewing larger or wider images.




  • Digital stereoscope: Modern devices that create 3D effects on screens or virtual reality displays.




The other options in the question do not create a true three-dimensional viewing effect Binoculars magnify distant objects but do not convert flat images into 3D pictures.




  • Cameras capture images but cannot make the viewer perceive them in 3D without a stereoscopic setup.




  • Epidiascopes are projectors used to display opaque objects or transparencies on a screen, not for 3D viewing.




Stereoscopes have been widely used in:




  • Scientific studies, like examining aerial photographs in geography and geology.




  • Medical imaging, to view depth in certain diagnostic images.




  • Entertainment, as early forms of 3D image viewers.




Thus, the correct instrument for viewing three-dimensional pictures is a stereoscope, as it recreates the natural depth perception of human vision, turning flat images into a realistic 3D experience.

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