Thabo bought a car for R65 000. He spent R12 575 on the car to ensure that it is in good condition. He then sold the car for R110 000. How much profit did he receive?

Here are the solutions for the questions from your Grade 7 Mathematics test: Section A 1.1 Arrange the above numbers in ascending order. The given numbers are: 123\,243\,645; 123\,243\,546; 123\,243\,654; 123\,243\,465. Step 1: Compare the numbers by looking at their digits from left to right. All numbers share the same first six digits (123\,243). Step 2: Compare the last three digits of each number: 645, 546, 654, 465. Step 3: Arrange these last three-digit numbers in ascending order: 465, 546, 645, 654. Step 4: Combine these with the common prefix to get the full numbers in ascending order. The numbers in ascending order are: 123\,243\,465; 123\,243\,546; 123\,243\,645; 123\,243\,654. Comparing this with the given options, the correct option is A. A 1.2 Thabo bought a car for R65 000. He spent R12 575 on the car to ensure that it is in good condition. He then sold the car for R110 000. How much profit did he receive? Step 1: Calculate the total cost Thabo incurred for the car. Total Cost = Purchase Price + Repair Cost Total Cost = R65\,000 + R12\,575 Total Cost = R77\,575 Step 2: Calculate the profit by subtracting the total cost from the selling price. Profit = Selling Price - Total Cost Profit = R110\,000 - R77\,575 Profit = R32\,425 Comparing this with the given options, the correct option is B. B Drop the next question!