The total area comes from adding up all the:
AElementary areas
BCoordinate axes
CBoundary curves
DOrdinate values
Answer & Solution
Correct answer: A. Elementary areas
1. Each strip gives one small area.
2. The strips fill the whole region between the limits.
3. The total is found by adding up the elementary areas.
4. So the answer is elementary areas.
_Source: syllabus Mathematics, Ch 8 'Application of Integrals'_
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