How fast is the earth moving in orbit , around the sun?
356341
The Earth moves at an average speed of 107,218 kilometers/hour (66,625.2652 miles/hour) around the sun.  Additionally the Earth spins on its axis at about 165 mph.
1037575
The Earth is about 12,750 kilometers (km) in diameter.\n\nHere are some answers to some more of your questions:\n\nHow old is the earth?\nThe earth is about 4.5 billion years old. That is 45,000,000,000 years. The sun, the moon, the planets, and nearly everything in our solar system was formed at the same time, so they are all 4.5 billion years old. \nHow does the earth spin?\nIf you look around at planets, stars, and galaxies in the universe you will see that EVERYTHING spins! This is because planets like Earth (and stars and galaxies) formed from a large cloud of gas and dust. As gravity pulled the cloud together, any little bit of spin gets multiplied. This is known to scientists as the Conservation of Angular Momentum. You can try this out yourself. Find a chair that spins easily and sit on it. Start out by spinning with your arms outstretched, then pull them in to your body. Did you notice that the chair started to spin faster when you pulled your arms in? The same thing happens as the planet forms — as its gas, dust, and rocks fall together the planet spins up faster and faster. Later other things can affect the spin. Earth and the moon pull on each other, affecting both their spins and the orbit of the moon. It's quite a dance! \n\nHow fast is the earth spinning and why can't we feel it spin?\nThe circumference of (distance around) the earth is 2 x PI x radius, which turns out to be about 24,000 miles. Since the earth turns once per day (or 24 hours), that is 1,000 miles per hour! We don't feel that because everything else is moving with us and because the motion is very, very smooth. It's kind of like sitting in a car and reading a book or playing a game. If the car is going very smoothly, with no stops or bumps, and you don't look out the window, you wouldn't know you were moving. The only reason we know the earth is turning is because the sun and stars move across the sky. \n\nWhat is the exact tilt of the earth? How much does it change throughout the year?\nThe tilt of the earth is 23.45 degrees. This is measured as the tilt of the earth's equator compared to its orbit around the sun. The amount of the tilt doesn't change with time, but the direction that the earth's poles are pointed does. This is called precession. It is just like the wobbling of a spinning top. The direction that the North Pole (and South Pole) is pointed moves in a circle in the sky very slowly, completing each circle once every 26,000 years. \n\nWhy does only Earth have so much oxygen?\nThat's a very good question — no other planet in the solar system has so much oxygen. The answer is — life! Earth did not originally have a lot of free oxygen in the atmosphere. The oxygen was mostly combined with other elements to make carbon dioxide, water, or in rocks. But as early life evolved, especially plants, well they give off oxygen. So the reason we have so much oxygen in our atmosphere — and we are here and can breathe it! — is due to plant life on the earth! \n\nHow can rockets get through the earth's atmosphere, but comets can't?\nObjects hitting our atmosphere usually burn up because they are hitting it so fast. Usually they are moving at hundreds or thousands of miles per second. Rockets and the shuttle move more slowly (although pretty fast compared to cars on the highway). Here's a comparison. If you jump into a swimming pool from the high board and hit the water really hard, it stings and you make a big splash. But if you step into the water slowly, it feels fine and you make only a little ripple. The same thing happens to meteors — they hit the earth's atmosphere real hard and go splat! \n\nIf a comet hit the earth, what would happen?\nIt could cause a big explosion. The nucleus of a comet is thought to be a mile or two in size. The nucleus is made up of ice and rock, but we aren't sure how solid it is. Something that big hitting the earth from space would be bigger than
407005
I'd say 17000-19000 miles per hour.\n\nIts at a inclined geo-stationary orbit probably.
743465
The Sun is orbiting the center of the Milky Way galaxy at something like 200,000 miles per hour. At the same time the Earth is orbiting the Sun at 66,000 miles per hour. At the same time the Moon is orbiting the Earth at about 2,100 miles per hour. And when the Apollo space craft were orbiting the Moon, they did so at about 3,800 miles per hour.\n\nThe reason Earth can orbit the moving Sun is that both the Earth and Sun share the motion of the Sun around the galaxy. It is kind of like playing catch in a moving car. The fact that the car is driving 65 MPH is no problem for you to throw the ball back and forth just like you would in a parked car.
79282
the average distance between the Earth and the Sun (approximately 150 million km or 93 million miles).
615584
How fast is the Earth spinning?0.5 km/sec\n   •How fast is the Earth revolving around the Sun?30 km/sec\n   •How fast is the Solar System moving around the Milky Way Galaxy?250 km/sec\n   •How fast is our Milky Way Galaxy moving in the Local Group of galaxies?300 km/sec
549662
No, the Earth moves around the sun at a rate of once per year.\n\nReligion cannot beat fact.
371595
approx 19 miles/second.\n\nAny force from centripetal acceleration you might feel would be more than compensated by the gravitational attractions from the Sun and Earth themselves.\n\nIt might be a measureable amount, but just barely.
919666
The distance to the sun is 150 million km. So the circumference is 940 million km. The earth takes a year to do it, or 31.6 million seconds. Therefore the average speed is 29.8 km/sec  or 107200 km/hour or 66600 miles/hour.
600116
Lets see now, Earth rotates aproximately once every 24 hours, thats one over 60 x 60 X 24, thats one over 86400 rotations per second. All the time we are doing that, consider this, we are also going around the sun at aproximately 66500 miles per hour.
541450
The diameter of the Earth's orbit around the Sun is about 300,000,000 kilometers
151979
I tried to figure this out and it's incredibly complex, as it turns out.\n\nThe earth rotates at a little over 1037 miles an hour, so you've got that.\n\nThe earth revolves around the sun at about 66486 miles an hour, so you add that.\n\nThen you consider that the sun is moving toward other stars at 45,000 miles per hour.  (and taking us along with it.)  So if you were outside our solar system, you'd see that too, I guess.\n\nThen you add that the sun moves up and down (if you consider the disk of the solar system to be the horizon) at about 261 mph.\n\nThen you add in the sun revolving around the galaxy, which is a difficult thing to calculate, but it can be figured that the sun revolves around at about a blistering 447,386.4 miles per hour.\n\nAdd that all up and you see that, relative to a person standing OUTSIDE the galaxy, we're moving at ABOUT....\n\n\n493,684 miles per hour!  That's awfully fast!\n\nNow, I have no idea how to calculate this, but the whole galaxy is moving as the universe expands...\n\nBut, hope that gives you somewhat of an answer.
25250
I found what you may be looking for at the website below.  Here it is...\n\nFirst it should be known that the Earth's orbit around the Sun is elliptical, not perfectly circular, so the Earth-Sun distance is changing as we speak just from the Earth traveling in its orbit around the Sun.  \n\nIs the orbit itself changing? Well, there are some long-period oscillations, but those are very small, and don't imply that we're systematically moving towards or away from the Sun. \n\nThere is an effect which is making us move very slowly away from the Sun. That is the tidal interaction between the Sun and the Earth. This slows down the rotation of the Sun, and pushes the Earth farther away from the Sun. You can read more about tides, as they relate to the Earth-Moon system. The principle for the Sun-Earth system should be the same. But how big of an effect is this? It turns out that the yearly increase in the distance between the Earth and the Sun from this effect is only about one micrometer (a millionth of a meter, or a ten thousandth of a centimeter). So this is a *very* tiny effect. \n\nThere is another effect which is also small, but somewhat bigger than the tidal effect. The Sun is powered by nuclear fusion, which means the Sun is continuously transforming a small part of its mass into energy. As the mass of the Sun goes down, our orbit gets proportionally bigger. However, over the entire main sequence lifetime of the Sun (about 10 billion years), the Sun will only lose about 0.1% of its mass, which means that the Earth should move out by just ~150,000 km (small compared to the total Earth-Sun distance of ~150,000,000 km). If we assume that the Sun's rate of nuclear fusion today is the same as the average rate over those 10 billion years (a bold assumption, but it should give us a rough idea of the answer), then we're moving away from the Sun at the rate of ~1.5 cm (less than an inch) a year. I probably don't even need to mention that this is so small that we don't have to worry about freezing.\n\n:)\nPeace!
652664
The length of the earth's orbit (orbital circumference) is 924,375,700 kilometres according to wikipedia.
672104
It takes the earth approximately 365.25 days to orbit around the sun. A normal year is 365 days, then they add an extra day every four years when those four quarter days add up. However,they do not add the day on certain years, because it is just under a quarter of a day extra per year. So 2000 was NOT a leap year, for example.\n\nWe get "leap seconds"occasionally, too. It's all just trying to keep our artificial calendars in sync with the earth's orbit around the sun.
754826
The distance required for the asteroid to travel around the sun = \n\n2PI *radius.....Radius R = 632 million kilometers\nThe orbiting circle for the asteroid is 3968.96 million kilometers\n\nDividing by the time it takes the asteroid to orbit a whole orbit around the sun, we should get the velocity\n\n3968.96 / 8.6485 million kilometers per year.\n\nOne million kilometers multiplied by 10^9  converts to meters\nOne year is = 365*24*3600 = seconds \n\nBy converting the Kilometers to meters and the years to seconds you should get:\n\n1257312021 / 11364129 = \n\n14552 meters per seconds approximately\n\nYou should double check the divisions and multiplication.
105036
Earth revolves around this shinning star called a sun and it takes about 365 to 366 days to make a round trip around the sun.\n\n60 minutes and not 100 minutes --> Ever looked at a globe and the time zones? \n\nweek consists of 7 days --> Again with the Earth revolving around the sun.