Quiz: It’s noon on the spring equinox and you’re standing at the equator; the sun is directly overhead. Suppose that light takes exactly 8 minutes to travel the distance between us and the sun. Where would you have to point a laser in order to hit the sun dead-center?
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I was thinking the only error should be from Earth's orbital velocity. Avg. appears to be 30 km/s, which the light would inherit, throwing it off by ~14,400 km by the time it gets to the Sun (only 1% of its diameter).
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Thanks! This is something I’ve always wondered about, and am still confused by. Can you explain with a few more words?
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Now wait a minute! What about the velocity of the surface of the earth at the equator (465m/s)? I'd think that vector gets added in too. So I say you actually want to point you laser 2 degrees west of where the sun is currently.
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