Cho tam giác \(ABC\) vuông tại \(A\), biết \(AB{\rm{ }} = {\rm{ }}8cm,{\rm{ }}AC{\rm{ }} = 15cm.\) Giải tam giác \(ABC\).
A.\(BC = 16cm\,\,;\,\,\angle B = {69^0}38'\,\,;\,\,\angle C = {28^0}22'\)
B.\(BC = 17cm\,\,;\,\,\angle B = {61^0}56'\,\,;\,\,\angle C = {28^0}4'\)
C.\(BC = 18cm\,\,;\,\,\angle B = {56^0}27'\,\,;\,\,\angle C = {33^0}33'\)
D.\(BC = 19cm\,\,;\,\,\angle B = {52^0}8'\,\,;\,\,\angle C = {37^0}52'\)
A.\(BC = 16cm\,\,;\,\,\angle B = {69^0}38'\,\,;\,\,\angle C = {28^0}22'\)
B.\(BC = 17cm\,\,;\,\,\angle B = {61^0}56'\,\,;\,\,\angle C = {28^0}4'\)
C.\(BC = 18cm\,\,;\,\,\angle B = {56^0}27'\,\,;\,\,\angle C = {33^0}33'\)
D.\(BC = 19cm\,\,;\,\,\angle B = {52^0}8'\,\,;\,\,\angle C = {37^0}52'\)
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