We read your photo as:

Using a Vertical Scale of 1cm represent 20 metres draw a cross section along northing 70 from Easting 84 to Easting 92. On cross section mark and name (i) R. Kerio (ii) Dry weather road (iii) Seasonal swamp (iv) Lake Kapnarok. Calculate the vertical exaggeration (V.E) of the section

Geography

ScanSolve AI Answer

Step-by-step solution

3 steps

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

  1. Determine the vertical scale as a representative fraction (RF).

    The given vertical scale is 1 cm1 \text{ cm} represents 20 metres20 \text{ metres}.
    To convert this to an RF, we need both units to be the same.
    20 metres=20×100 cm=2000 cm20 \text{ metres} = 20 \times 100 \text{ cm} = 2000 \text{ cm}.
    So, the vertical scale is 1 cm:2000 cm1 \text{ cm} : 2000 \text{ cm}, which gives a vertical scale RF of 12000\frac{1}{2000}.

  2. Determine the horizontal scale as a representative fraction (RF).

    From the map image, the horizontal scale (map scale) is 1:50,0001:50,000.
    This is already in RF form, so the horizontal scale RF is 150,000\frac{1}{50,000}.

  3. Calculate the vertical exaggeration (V.E.).

    The formula for vertical exaggeration is:

    V.E.=Vertical Scale (RF)Horizontal Scale (RF)\text{V.E.} = \frac{\text{Vertical Scale (RF)}}{\text{Horizontal Scale (RF)}}

    Substitute the values:

    V.E.=12000150000\text{V.E.} = \frac{\frac{1}{2000}}{\frac{1}{50000}} V.E.=12000×500001\text{V.E.} = \frac{1}{2000} \times \frac{50000}{1} V.E.=500002000\text{V.E.} = \frac{50000}{2000} V.E.=502\text{V.E.} = \frac{50}{2} V.E.=25\text{V.E.} = 25

    The vertical exaggeration is 25 times.

    The final answer is 25 times\boxed{\text{25 times}}.

Was this helpful?

Still stuck on this one?

Ask a follow-up, and the answer starts from this question.

Got a different question?Ask your own question