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BENTUK AKAR
Pengertian
Bentuk akar adalah akar dari bilangan rasional yang hasilnya merupakan bilangan irasional.
Beberapa contoh bilangan irasional :
.
Beberapa contoh yang dituliskan dengan tanda akar, tetapi bukan merupakan bentuk akar :
bukan merupakan bentuk akar, sebab (bilangan rasional)
bukan merupakan bentuk akar, sebab (bilangan rasional)
Penyederhanaan bentuk akar
Untuk setiap a dan b bilangan bulat positif, maka berlaku
Dengan a atau b harus dapat dinyatakan dengan bentuk kuadrat murni.
Contoh :
Operasi Aljabar pada Bentuk Akar
Penjumlahan dan Pengurangan
Untuk setiap a, b dan c bilangan rasional positif, maka berlaku
Dan
Penarikan Akar Kuadrat
=
=
=
Sehingga diperoleh
=
=
=
Sehingga diperoleh
Dengan
Contoh Soal
Sebuah segitiga siku – siku, panjang siku – sikunya adalah cm dan
cm. Tentukan :
a. Panjang hipotenusanya
b. Keliling segitiga tersebut
Penyelesaian :
a c
b
Diketahui :
a
b
Ditanyakan :
a.
b. K
Jawab :
a.
b. Sebelum mencari keliling dicari nilai dari c
Keliling

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Bentuk akar

  • 1. BENTUK AKAR Pengertian Bentuk akar adalah akar dari bilangan rasional yang hasilnya merupakan bilangan irasional. Beberapa contoh bilangan irasional : . Beberapa contoh yang dituliskan dengan tanda akar, tetapi bukan merupakan bentuk akar : bukan merupakan bentuk akar, sebab (bilangan rasional) bukan merupakan bentuk akar, sebab (bilangan rasional) Penyederhanaan bentuk akar Untuk setiap a dan b bilangan bulat positif, maka berlaku Dengan a atau b harus dapat dinyatakan dengan bentuk kuadrat murni. Contoh : Operasi Aljabar pada Bentuk Akar Penjumlahan dan Pengurangan Untuk setiap a, b dan c bilangan rasional positif, maka berlaku Dan Penarikan Akar Kuadrat = = = Sehingga diperoleh = =
  • 2. = Sehingga diperoleh Dengan Contoh Soal Sebuah segitiga siku – siku, panjang siku – sikunya adalah cm dan cm. Tentukan : a. Panjang hipotenusanya b. Keliling segitiga tersebut Penyelesaian : a c b Diketahui : a b Ditanyakan : a. b. K Jawab : a. b. Sebelum mencari keliling dicari nilai dari c