Help with an Energy Question please

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In summary, the Earth's orbit is almost circular with distances of 1.47x10^8 km and 1.52x10^8 km. To determine the maximum variations in potential energy, kinetic energy, total energy, and orbital speed in one year, you can calculate the velocity and total energy using the formulae provided.
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sopi
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Hello. I'm stuck on this question. Any help would be appreciated:

The orbit of the Earth about the Sun is almost circular. The closest and farthest distances are 1.47x10^8 km and 1.52x10^8 km, respectively. Determine the maximum variations in a) potential energy, b) kinetic energy, c) total energy, and d) orbital speed that result from the changing Earth-Sun distance in the course of 1 year.

I got part a) no problem. However, I'm not sure about b), c) or d).

Thanks,
Mike
 
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You can easily calulate the velocity of the Earth at any arbitrary point on the ellipse:
[tex]
v = \left[ GM_sM_e\left(\frac{2}{r}-\frac{1}{a}\right)\right]^{1/2}
[/tex]
and the total energy as
[tex]
E = -\frac{GM_sM_e}{2a}
[/tex]
The semi major axis a for the Earth orbit is [itex]a = 149.6\cdot 10^6km[/itex]
 
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1. What is energy conservation and why is it important?

Energy conservation is the practice of reducing energy consumption in order to preserve natural resources and reduce carbon emissions. It is important because it helps to combat climate change and reduce our impact on the environment.

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Governments play a crucial role in promoting energy conservation through policies and regulations. They can offer incentives for individuals and businesses to adopt energy-efficient practices and invest in renewable energy sources. They can also set emissions targets and enforce regulations to reduce the impact of energy consumption on the environment.

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