Ridho harus mengkredit sebuah laptop dengan lima kali cicilan. Jika uang mukanya sebesar Rp.1.500.000,- yang merupakan 30% dari harga laptop, berapa rupiahkah yang harus dibayarkan Ridho tiap kali cicilan ?

Two sides are 34 and 14.
The third side can't be longer than (34 + 14) = 48, because the 34 and the 14 together could not reach from one end of it to the other.
The third side also can't be shorter than 20, because the 20 and the 14 together could not reach from one end of the 34 to the other.
So 18 doesn't work. (18 + 14) = 32 ... they couldn't cover the 34 .

Answered by AL2006 | 2024-06-10

Using the triangle inequality theorem, the lengths of the sides must satisfy the condition where the third side must be greater than 20 and less than 48. The length 18 does not satisfy this condition, so it would NOT work as the third side. Therefore, the answer is option A, 18.
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Answered by AL2006 | 2024-12-26

Jawaban: Ridho harus membayar Rp700.000 tiap cicilan.Penjelasan:Diketahui:Uang muka = Rp1.500.000Uang muka itu adalah 30% dari harga laptopJumlah cicilan = 5 kaliLangkah 1: Cari harga total laptopJika uang muka 30%, maka:[tex]\text{Harga laptop} = \frac{1.500.000}{30\%} = \frac{1.500.000}{0{,}30} = Rp5.000.000[/tex]Langkah 2: Hitung sisa yang harus dicicil[tex]\text{Sisa yang dicicil} = 5.000.000 - 1.500.000 = Rp3.500.000[/tex]Langkah 3: Hitung cicilan per bulan[tex]\text{cicilan per bulan} = \frac{3.500.000}{5} = \boxed{Rp700.000}[/tex]

Answered by Sunariyadi | 2025-07-07