The radius of curvature of a secondary mirror

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Reference no: EM1312392

A Cassegrain astronomical telescope uses two mirrors to form the image. The larger (concave) objective mirror has a focal length f1 = +51.5 cm. A small convex secondary mirror is mounted d = 43.5 cm in front of the primary. As shown in the figure, light is reflected from the secondary through a hole in the center of the primary, thereby forming a real image 8.00 cm behind the primary mirror. Find the radius of curvature of the secondary mirror?

A. In order to completely melt a material,

  •     Heat must be added to bring the material to the melting temperature & then the latent heat of fusion must be added to change the phase.
  •     Heat must be added to make the object exp& to the melting volume
  •     No heat needs to be added.
  •     Stir while adding heat.


B. An aluminum rod 15 cm in length is heated from 10 degrees Celsius to 50 degrees Celcius. Find the change in length?

  •     15 cm
  •     8 cm
  •     6 cm
  •     None of the above.

C. Compute is Kepler’s first law of planetary orbits?

  •     The planets move on ellipses with the Sun at the center of the ellipse.
  •     The planets revolve around the Earth.
  •     The position of the planets foretells the future.
  •     The planets move on ellipses with the Sun at one of the foci.

 

Reference no: EM1312392

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