QUESTION 1 1.1 MAP SKILLS AND CALCULATIONS Various options are provided as possible answers to QUESTIONS 1. 1.1 Choose the answer and wrike only the (etter (A-D) next to the question (12. 1.1 and 21.2) in the ANSWER BOOK. 1.1.1 Louis Trichardt is situated in \( \ldots \) (province). A Mpumalanga B Free State C Limpopo- D Gauteng 1.1.2 The contour infervaliof the topographic map is ... metres. \[ \begin{array}{lr} \text { A } 5 \\ \text { B } 10 \\ \text { C } 15 \\ \text { D } 20 \end{array} \] 2.1.3 A group of Grade 10 boys from Shikota intends to hike fro in block G4 to spot height 890 phbock K1 on the topogra Calculate the distance they would have to walk in kilomet path from spot height 932 in Glock G4 to spot height 89 topographic map.

Let's break down the questions step by step. ### Question 1.1.1 **Louis Trichardt is situated in (province).** To answer this question, we need to identify the province where Louis Trichardt is located. Louis Trichardt is a town in South Africa, and it is situated in the Limpopo province. **Answer:** C ### Question 1.1.2 **The contour interval of the topographic map is ... metres.** To determine the contour interval, we would typically look at the map itself. However, since we don't have the map, we can analyze the options provided. The contour interval is usually a standard measurement used in topographic maps, and common intervals are 5, 10, 15, or 20 meters. Without the specific map, we can make an educated guess. A common contour interval for many topographic maps is 10 meters. **Answer:** B ### Question 2.1.3 **Calculate the distance they would have to walk in kilometers from spot height 932 in block G4 to spot height 890 in block K1 on the topographic map.** To calculate the distance, we need to know the coordinates of the two points (spot height 932 in block G4 and spot height 890 in block K1) on the topographic map. Assuming we have the coordinates: - Spot height 932 in block G4: (x1, y1) - Spot height 890 in block K1: (x2, y2) The distance \(d\) between two points in a Cartesian coordinate system can be calculated using the distance formula: \[ d = \sqrt{(x2 - x1)^2 + (y2 - y1)^2} \] However, since we do not have the specific coordinates, we cannot perform the calculation directly. If you provide the coordinates or the scale of the map, I can help you calculate the distance. If you have the scale of the map (e.g., 1 cm = 1 km), we can also convert the distance from centimeters to kilometers. Please provide the necessary details to proceed with the calculation for Question 2.1.3.