Kertas 2 / Paper 2Bahagian A / Section A1. Rajah 1 menunjukkan dua pakej promosi beras dan Kion minyak masak yang ditawarkan oleh sebuah kedai runcit.spind Diagram 1 shows two promotion packages of rice and cooking oil offerred by a grocery store.Rajah 1 / Diagram 1Diberi bahawa seorang pelanggan membeli dua set pakej B dan dia membayar RM244.20.Menggunakan kaedah matriks, cari harga, dalam RM, sebungkus beras dan sebotol minyak masak.It is given that a customer buys two sets of package B and hepays RM244.20.Using the matrix method, find the price, in RM, of a packet of rice and of a bottle of cooking oil.[5 markah / marks]Jawapan / Answer:
Q. Kertas 2 / Paper 2Bahagian A / Section A1. Rajah 1 menunjukkan dua pakej promosi beras dan Kion minyak masak yang ditawarkan oleh sebuah kedai runcit.spind Diagram 1 shows two promotion packages of rice and cooking oil offerred by a grocery store.Rajah 1 / Diagram 1Diberi bahawa seorang pelanggan membeli dua set pakej B dan dia membayar RM244.20.Menggunakan kaedah matriks, cari harga, dalam RM, sebungkus beras dan sebotol minyak masak.It is given that a customer buys two sets of package B and hepays RM244.20.Using the matrix method, find the price, in RM, of a packet of rice and of a bottle of cooking oil.[5 markah / marks]Jawapan / Answer:
Identify Variables: question_prompt: How much does a packet of rice and a bottle of cooking oil cost if two sets of package B cost RM244.20 using the matrix method?
Set Up Equations: Step 1: Let's denote the price of a packet of rice as R and the price of a bottle of cooking oil as C. We need to set up two equations based on the information given in the problem.
Use Matrix Method: Step 2: Since the customer buys two sets of package B, we can write the equation as 2R+2C=244.20. But we need another equation to solve for R and C using matrices, which we don't have yet.
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