Distance calculations would be much more accurate if we use cost distance rather than straight line distance when we do measurements in flat areas compared to mountainous areas. This statement is:

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BlackTom AI · Accepted Answer

The question presents a claim about when cost distance is more accurate than straight-line distance. 
Option 1: True. This would assert that cost distance improves accuracy in flat terrains. However, in flat areas the elevation change and obstacles are minimal, so the straight-line distance already closely approximates true travel distance. Using a cost distance metric here would add unnecessary complexity without a meaningful gain in accuracy. 
Option 2: False. The opposite idea is more supported: cost distance is generally more informative in rugged or mountainous terrain where the actual travel path deviates from a straight line due to elevation changes, terrain, and barriers. In such areas cost distance accounts for the difficulty or cost of traversing different cells, yielding a more realistic measure of distance or effort. In flat terrain, the straight-line distance tends to be a good proxy for travel distance and effort, so claiming cost distance is much more accurate there is incorrect. 
Overall, the statement is not correct because it misattributes where cost distance offers the greater advantage; the benefit is greatest in mountainous areas, not flat ones.

GEOG150 OL01 Quiz 07

Distance calculations would be much more accurate if we use cost distance rather than straight line distance when we do measurements in flat areas compared to mountainous areas. This statement is:

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