三角形ABC中,如果a=sin10度,b=sin50度,角C=70度,求三角形ABC的面积
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200000×1.5%×0.9434+200000×2%×0.89+200000×2.5%×0.8396+200000×0.8396
=200000×(1.5%×0.9434+2%×0.89+2.5%×0.8396+0.8396)
=200000×(1.5%×0.9434+2%×0.89+2.5%×0.8396+0.8396)
=200000×0.892541
=178508.2
=200000×(1.5%×0.9434+2%×0.89+2.5%×0.8396+0.8396)
=200000×(1.5%×0.9434+2%×0.89+2.5%×0.8396+0.8396)
=200000×0.892541
=178508.2
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S=1/2absinC
=1/2sin10sin50sin70
=sin10cos40cos20/2
=2sin10cos10cos20cos40/(4cos10)
=sin20cos20cos40/(4cos10)
=2sin20cos20cos40/(8cos10)
=sin40cos40/(8cos10)
=2sin40cos40/(16cos10)
=sin80/(16cos10)
=cos10/(16cos10)
=1/16
=1/2sin10sin50sin70
=sin10cos40cos20/2
=2sin10cos10cos20cos40/(4cos10)
=sin20cos20cos40/(4cos10)
=2sin20cos20cos40/(8cos10)
=sin40cos40/(8cos10)
=2sin40cos40/(16cos10)
=sin80/(16cos10)
=cos10/(16cos10)
=1/16
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