This geography problem is solved step by step below, with detailed explanations to help you understand the method and arrive at the correct answer.
ScanSolve AI Answer
I can help you with the calculation for part (iii). For parts (i) and (ii), drawing a cross-section and marking features requires direct interaction with the physical map and drawing tools, which I cannot do as a text-based AI. You would need to perform those steps manually using the provided map. Here's the calculation for part (iii): iii) Calculate the vertical exaggeration (V.E.) of the section Step 1: Determine the vertical scale as a representative fraction (RF). The given vertical scale is 1 cm represents 20 metres. To convert this to an RF, we need both units to be the same. 20 metres = 20 × 100 cm = 2000 cm. So, the vertical scale is 1 cm : 2000 cm, which gives a vertical scale RF of (1)/(2000). Step 2: Determine the horizontal scale as a representative fraction (RF). From the map image, the horizontal scale (map scale) is 1:50,000. This is already in RF form, so the horizontal scale RF is (1)/(50,000). Step 3: Calculate the vertical exaggeration (V.E.). The formula for vertical exaggeration is: V.E. = Vertical Scale (RF)Horizontal Scale (RF) Substitute the values: V.E. = (1)/(2000)(1)/(50000) V.E. = (1)/(2000) × (50000)/(1) V.E. = (50000)/(2000) V.E. = (50)/(2) V.E. = 25 The vertical exaggeration is 25 times. The final answer is 25 times. Send me the next one 📸