The average distance between the earth and moon is `3.86xx10^(4)km`. The minimum separation between the two points on the surface of the moon that can be resolved by a telescope whose objective lens has a diameter os `5 m` with `lambda=6000 Å` is

What is the resolving power of a telescope whose objective lens has a diameter 1.22 m from a wavelength 4000 Å?

Calaculate the minimum spearation between two points on the Moon which can be resolved by a reflecting telescope with mirror diameter 5m . The wavelength of light is assumed to be equal to lambda = 0.55 mu m .

A telescope of aperture diameter 5m is used to observe the moon from the earth. Distance between the moon and earth is 4 xx 10^5 km. Determine the minimum distance between two points on the moon's surface which can be resolved using this telescope. (Wave length of light is 5893 A^@ .

A telescope of aperture diameter 5m is used to observe the moon from the earth. Distance between the moon and earth is 4 xx 10^5 km. Determine the minimum distance between two points on the moon's surface which can be resolved using this telescope. (Wave length of light is 5893 A^@ .

A telescope of aperture diameter 5m is used to observe the moon from the earth. Distance between the moon and earth is 4 xx 10^5 km. Determine the minimum distance between two points on the moon's surface which can be resolved using this telescope. (Wave length of light is 5893 A^@ .

The distance of the moon from earth is 3.8 xx 10^(5) km . The eye is most sensitive to light of wavelength 5500 Å . The separation of two points on the moon that can be resolved by a 500 cm telescope will be

The distance of moon form the earth is 3.8xx10^(5) km. Supposing that the eye is most sensitive to the ight of wavelength 550nm, the separation of two points on the moon that can be resolved by a 500cm