find the remaining parts of the quadrantal spherical triangles (c=90°) given the following, giveb parts b= 45°20 a=76°40
Cos90°=Cos C−Cos45°20′Cos76°40′Sin45°20′ Sin76°40′90°=\frac{Cos\>C-Cos45°20'Cos76°40'}{Sin45°20'\>Sin76°40'}90°=Sin45°20′Sin76°40′CosC−Cos45°20′Cos76°40′
C=80°40′C=80°40'C=80°40′
Sin A°Sin76°40′=Sin90°Sin80°40′\frac{Sin\>A°}{Sin76°40'}=\frac{Sin90°}{Sin80°40'}Sin76°40′SinA°=Sin80°40′Sin90°
A=80°26′A=80°26'A=80°26′
SinB°Sin 45°20′=Sin 90°Sin 80°40′\frac{SinB°}{Sin\>45°20'}=\frac{Sin\>90°}{Sin\>80°40'}Sin45°20′SinB°=Sin80°40′Sin90°
B=46°7′B=46°7'B=46°7′
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