Circular Motion of the Earth around the sun

In summary, the period of Earth's circular motion around the Sun is 1 year. The equation (2*pi*r)/T is not necessary to solve this problem.
  • #1
layla2525
19
0

Homework Statement




What is the period of Earth's (nearly) circular motion around the Sun?


(2*pi*r)/T

1 year

(1 year)/(2*pi)

(2*pi)/(1 year)

2*pi*(1 year)

Homework Equations



There is only one speed that a satellite can have if the satellite is to remain in an orbit with a fixed radius.

Fc=G(mMe/r^2) =mv^2/r

The Attempt at a Solution



I am leaning towards 1 year...
 
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  • #2
layla2525 said:

Homework Statement




What is the period of Earth's (nearly) circular motion around the Sun?


(2*pi*r)/T

1 year

(1 year)/(2*pi)

(2*pi)/(1 year)

2*pi*(1 year)

Homework Equations



There is only one speed that a satellite can have if the satellite is to remain in an orbit with a fixed radius.

Fc=G(mMe/r^2) =mv^2/r

The Attempt at a Solution



I am leaning towards 1 year...

Well you should, as 1 year is the time take for the Earth to make one revolution around the Earth! So you didn't need to do anything with the 2*pi.
 
  • #3
layla2525 said:

Homework Statement




What is the period of Earth's (nearly) circular motion around the Sun?


(2*pi*r)/T

1 year

(1 year)/(2*pi)

(2*pi)/(1 year)

2*pi*(1 year)

Homework Equations



There is only one speed that a satellite can have if the satellite is to remain in an orbit with a fixed radius.

Fc=G(mMe/r^2) =mv^2/r

The Attempt at a Solution



I am leaning towards 1 year...
Welcome to Physics Forums :smile:

I am a little confused. We already know that the period is 1 year, from the basic definition of a year. Was there any more instruction given with the question? Are you supposed to use the radius of Earth's orbit, or the speed of Earth in its orbit, or something along those lines?
 

Related to Circular Motion of the Earth around the sun

1. What causes the circular motion of the Earth around the sun?

The circular motion of the Earth around the sun is caused by the force of gravity. The sun's massive gravitational pull keeps the Earth in its orbit.

2. How long does it take for the Earth to complete one orbit around the sun?

The Earth takes approximately 365.24 days, or one year, to complete one orbit around the sun.

3. What keeps the Earth from being pulled into the sun's gravitational pull?

The Earth's orbital velocity, or the speed at which it is moving around the sun, counteracts the sun's gravitational pull and keeps the Earth in its orbit.

4. Does the Earth's orbit around the sun always remain circular?

No, the Earth's orbit is not a perfect circle. It is slightly elliptical, meaning that the distance between the Earth and the sun varies slightly throughout the year.

5. Can the Earth's orbit around the sun change over time?

Yes, the Earth's orbit can change over time due to various factors such as gravitational interactions with other planets, the sun's changing mass, and the Earth's own internal processes. However, these changes are very small and occur over long periods of time.

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