There is something that seems wrong with the way the earth rotates around the Sun. Consider the following image that we are taught in school:

Assume that New York City is in its Solar Noon (look at where New York City is in the top and bottom September and March figures in the above illustration). After 6 months the motions suggests that New York City will be in darkness during its noontime.

**Some Rough Calculations***Napkin Calculation 1*Day = 24 hours

Year = 365 days

365 days / 2 = 182.5 days in 6 months

24 hours x 182.5 days = 4380 hours in 6 months

4380 hours / 360 (since the sun rotates around the earth 360 degrees in one day) = 12.16666 hour offset

Earth should be offset by 12.16666 hours (similar to the above image)? NYC should be in night?

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*Napkin Calculation 2*According to RET particulars, the earth doesn't rotate at exactly 24 hours a day, and the earth doesn't have an exactly 365 day year, which is why we have to change times and add a leap year every 4 years.

Sidreal Day = 23.933333 hours

Sidreal Year = 365.25636 days

365.25636 days per year / 2 = 182.62818 days in 6 months

23.933333 hours per day x 182.62818 days = 4370.90104712394 hours in 6 months

4370.90104712394 / 360 (since the sun rotates around the earth 360 degrees in one day) = 12.14139179 hours offset

Earth should be offset by 12.14139179 hours? NYC should be in night?

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*Napkin Calculation 3*Some sources say that the earth "actually" rotates 360.98 degrees per day.

360.98 degrees in a day x 182.62818 days in 6 months

= 65925.1204164 degrees in 6 months

ans / 360.98 = offset is 183.62818 degrees.

Earth should be offset by 183.62818 degrees? NYC should be in night?

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*Corrections with the 360.98 figure*Using 360.98 degrees per day in the second calculation, replacing 360 with 360.98, gives an offset of 12.1082 hours. The offset still says that NYC should be in night.

Replacing 360 with 360.98 in the third calculation gives an offset answer of 182.625 degrees. The offset still says that NYC should be in night.

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I may be going about this entirely wrong. Can I have some help with this seemingly glaring problem?