Home
Class 14
GEOGRAPHY
The time period of one revolution of the...

The time period of one revolution of the Sun around the centre of the galaxy is called

A

sidereal year

B

astronomical year

C

cosmic year

D

light year

Text Solution

Verified by Experts

The correct Answer is:
C
Doubtnut Promotions Banner Mobile Dark
|

Similar Questions

Explore conceptually related problems

The time period of revolution of a planet A around the sun is 27 time that of another planet B .The distance of planet A from sun is how many times greater than that of the planet B from the sun?

Calculate the orbital velocity and time period of revolution of a satellite orbiting around the earth at a distance of 3,000 km.

Knowledge Check

  • Time period of revolution of poalr satellite is aroung

    A
    6 minutes
    B
    100 minutes
    C
    8 hours
    D
    24 hours
  • A planet is revolving around the sun. its distance from the sun at apogee is r_(A) and that at perigee is r_(p) . The masses of planet and sun are 'm' and M respectively, V_(A) is the velocity of planet at apogee and V_(P) is at perigee respectively and T is the time period of revolution of planet around the sun, then identify the wrong answer.

    A
    `T^(2)=(pi^(2))/(Gm)(r_(A)+r_(P))^(3)`
    B
    `T^(2)=(pi^(2))/(2GM)(r_(A)+r_(p))^(3)`
    C
    `v_(A)r_(A)=v_(P)r_(P)`
    D
    `v_(A)ltv_(P), r_(A)gtr_(p)`
  • Calculate the period of revolution of the neptune around the sun, given that diameter of its orbit is 30 times the diameter of the earth's orbit around the sun. Assume both the orbits to he circular.

    A
    165 yr
    B
    163.4 yr
    C
    154.3 yr
    D
    164.3 yr
  • Similar Questions

    Explore conceptually related problems

    Calculate the period of revolution of Jupit3er around the Sun. The ratio of the radius of Jupiters orbit to that of the Earths orbit is 5. ( Period of revolution of the Earth is 1 year ).

    Earth completes one revolution around the Sun in

    Calculate the period of revolution of Neptune around the sun, given that diameter of its orbit is 30 times the diameter of earth's orbit around the sun, both orbits being assumed to be circular.

    The period of revolution of planet A around the sun is 8 times that of B. The distance of A from the sun is how many times greater than that of B from the sun ?

    The period of revolution of a planet around the sun is 8 times that of the earth. If the mean distance of that planet from the sun is r, then mean distance of earth from the sun is