Mrs Khumalo buys the following: 9 apples at R7 each, 6 oranges at R8 each 8 pears at R8 each and 6 cans of juice at R9 each. What is the total cost of the apples and oranges? a) R229 b) \( R 200 \) c) 2350 d) \( R 111 \) e) \( R 87 \)

To find the total cost of the apples and oranges, let's calculate the individual costs first. Mrs. Khumalo buys 9 apples at R7 each, which totals R63 (9 x 7). For the oranges, 6 at R8 each gives R48 (6 x 8). Now, add these two amounts together: R63 + R48 equals R111. So the correct answer is d) \( R 111 \). Did you know that apples and oranges are often used as examples to highlight the difference between two distinct choices? They are not just tasty snacks; their comparisons often help shape discussions in economics and choice theory! It emphasizes the idea that sometimes you can't simply choose one without considering the other. Next time you're at the grocery store, consider the nutritional value as well as the cost! Apples are a great source of fiber and vitamin C, while oranges pack a punch with their vitamin C content and are excellent for hydration. Choosing a variety of fruits can lead to a well-balanced diet, making those shopping decisions both healthy and economical!