正弦定理より
b/sin45°=a/sin60°
b/(√2/2)=4/(√3/2)
b=4×√2×(1/2)/√3×(1/2)
b=4√6/3
正弦定理より
b/sin45°=2R
(4√6/3)/(1/√2)=2R
2R=(4√6/3)×√2/(1/√2)×√2
=8√3/3
R=4√3/3
正弦定理より
b/sin45°=a/sin60°
b/(√2/2)=4/(√3/2)
b=4×√2×(1/2)/√3×(1/2)
b=4√6/3
正弦定理より
b/sin45°=2R
(4√6/3)/(1/√2)=2R
2R=(4√6/3)×√2/(1/√2)×√2
=8√3/3
R=4√3/3
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