Difficult gravitational potential problem

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SUMMARY

The discussion focuses on calculating the work required to launch a 1kg probe into Earth's orbit around the sun, specifically to the opposite side of the orbit. It emphasizes the need to consider both the work to reach orbit from Earth's surface and the escape velocity required for the probe. Additionally, the gravitational influence of the sun is highlighted as a critical factor in the calculations, indicating that a comprehensive approach is necessary for accurate results.

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I don't even know where to start:
Assume the Earth's oribt about the sun is circular. Calculate the work required to launch a 1kg probe into the Earth's orbit around the sun, but on the opposite side of the orbit.
 
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Is the satellite launched from Earth's surface? Then there would be work getting it to orbit - and then to escape velocity.

I suppose the rest would be how much thrust (and over what distance) is used getting the satellite into opposition from the earth.
 
That approach does not include the gravitational influence of the sun, or am I completely missing the point?
 

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