Find the declination of the sun as it rises and bears 115° 11' at Lat 42° 27' N.
Given:
Azimuth = 115° 11'
Latitude = 42° 27' N
What is asked?
Declination of the sun
Solution:
1. Solve for the amplitude.
Azimuth = 115° 11'
- 90°
Amplitude = E 25° 11' S
2. With the answer in step 1, we can now solve for the declination.
Sin Amplitude = Sin Declination
Cos Latitude (cross-multiply to derive formula for declination)
Sin Declination = Sin Amplitude x Cos Latitude
= Sin 25° 11' x Cos 42° 27'
= 0.42552 x 0.73787
Sin Declination = 0.31398
Declination = 0.31398 inv Sin
= 18.3 South is the declination
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Given:
Azimuth = 115° 11'
Latitude = 42° 27' N
What is asked?
Declination of the sun
Solution:
1. Solve for the amplitude.
Azimuth = 115° 11'
- 90°
Amplitude = E 25° 11' S
2. With the answer in step 1, we can now solve for the declination.
Sin Amplitude = Sin Declination
Cos Latitude (cross-multiply to derive formula for declination)
Sin Declination = Sin Amplitude x Cos Latitude
= Sin 25° 11' x Cos 42° 27'
= 0.42552 x 0.73787
Sin Declination = 0.31398
Declination = 0.31398 inv Sin
= 18.3 South is the declination
If you find this helpful, please click the share button below to share this post to your friends. Sharing is caring...
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