Bifalgorithm post · Quantitave problem solving · Geometry and Geography
Geometric Idealization
Geometric Idealization (Quantitave problem solving · Geometry and Geography) — "When a natural object is difficult to measure directly, it can be approximated…
Ideas in this flowchart
- Approximating difficult-to-measure natural objects with simple geometric shapes
- Direct measurement is difficult for some natural objects
- A simple geometric shape can be used as an approximation
- Possible shapes include a cylinder, sphere, rectangle, or polygon
- The approximation can provide a ballpark estimate
- The approximation can serve as a starting point for more detailed analysis
- The adequacy of the estimate depends on the problem's purpose
- The consequences of error also affect whether the estimate is adequate
