Question #300492

find the remaining parts of the quadrantal spherical triangles (c=90°) given the following, giveb parts b= 45°20 a=76°40

1
Expert's answer
2022-02-22T08:29:06-0500

Cos90°=CosCCos45°20Cos76°40Sin45°20Sin76°4090°=\frac{Cos\>C-Cos45°20'Cos76°40'}{Sin45°20'\>Sin76°40'}


C=80°40C=80°40'


SinA°Sin76°40=Sin90°Sin80°40\frac{Sin\>A°}{Sin76°40'}=\frac{Sin90°}{Sin80°40'}


A=80°26A=80°26'


SinB°Sin45°20=Sin90°Sin80°40\frac{SinB°}{Sin\>45°20'}=\frac{Sin\>90°}{Sin\>80°40'}


B=46°7B=46°7'





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