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How to calculate the sin of 73°18'42''...?

 Oct 29, 2016

Best Answer 

 #2
avatar+14986 
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How to calculate the sin of 73°18'42''...?

 

\(73°18'42''= 73° + 18'\times \frac{1°}{60'}+42'' \times\frac{1°}{3600''}\)

 

\(=73.3116\overline{6}°\)

 

\(sin 73°18'42'' = sin 73.3116\overline{6}°\)

 

\({\color{blue}=0.957880987839}\)

 

laugh  !

 Oct 29, 2016
edited by asinus  Oct 29, 2016
 #1
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+5

Start from right to left:

42 seconds/60 =0.7 minutes

0.7 + 18 minutes =18.7 minutes

18.7 / 60 =0.31167 degrees.

0.31167 + 73 degrees =73.31167 degrees. Use this number and take its sin, cos, tan.....etc.

Sin(73.31167) =~ 0.957881

 Oct 29, 2016
 #2
avatar+14986 
+5
Best Answer

How to calculate the sin of 73°18'42''...?

 

\(73°18'42''= 73° + 18'\times \frac{1°}{60'}+42'' \times\frac{1°}{3600''}\)

 

\(=73.3116\overline{6}°\)

 

\(sin 73°18'42'' = sin 73.3116\overline{6}°\)

 

\({\color{blue}=0.957880987839}\)

 

laugh  !

asinus Oct 29, 2016
edited by asinus  Oct 29, 2016

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