AB = 15 cm (c)
BC = 14 cm (a)
AC = 13 cm (b)
—Cari dengan menggunakan aturan cosinus
c² = a² + b² - 2ab.cos(C)
15² = 14² + 13² - 2.14.13.cos(C)
225 = 196 + 169 - 364cos(C)
225 - (196 + 169) = -364cos(C)
-140 = -364cos(C)
cos(C) = -140/-364
cos(C) = 5/13 = sa/mi
—Mencari de
de = √(mi² - sa²)
de = √(13² - 5²)
de = √(169 - 25)
de = √144
de = 12
—Maka tan(C) :
= tan(C)
= de/sa
= 12/5
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AB = 15 cm (c)
BC = 14 cm (a)
AC = 13 cm (b)
—Cari dengan menggunakan aturan cosinus
c² = a² + b² - 2ab.cos(C)
15² = 14² + 13² - 2.14.13.cos(C)
225 = 196 + 169 - 364cos(C)
225 - (196 + 169) = -364cos(C)
-140 = -364cos(C)
cos(C) = -140/-364
cos(C) = 5/13 = sa/mi
—Mencari de
de = √(mi² - sa²)
de = √(13² - 5²)
de = √(169 - 25)
de = √144
de = 12
—Maka tan(C) :
= tan(C)
= de/sa
= 12/5