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MindMap Gallery Thinking model for calculating the area of combined graphics

Thinking model for calculating the area of combined graphics

This is a mind map about the thinking model for calculating the area of combined graphics. The main content includes: verification results, execution methods, and observation of combined graphics. The introduction is detailed and the description is comprehensive. I hope it will be helpful to those who are interested!

Edited at 2024-10-31 11:09:11

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Thinking model for calculating the area of combined graphics

Coleeeee_

Recent works View more works>>

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Outline

36 classic thinking models
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Commonly used thinking methods in business analysis
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strategy and competition
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Thinking model for calculating the area of combined graphics

Observe combination graphics

Identify basic graphic components

Identify circles, squares, triangles, etc. in graphics

Pay attention to the overlapping parts of the graphics

Select analysis method

segmentation method

Combined graphics can be divided into basic graphics by adding dashed lines

supplementary method

A combined shape can be turned into a complete basic shape by adding parts

Execution method

segmentation method

Determine segmentation strategy

Choose the appropriate dividing line

Minimize the number of divisions to simplify calculations

Consider the location of dividing lines to facilitate calculation of the area of each part

Draw dotted lines to divide

Mark the dividing line with a dotted line to clearly divide the area

Calculate area

Use the area formula for each segmented base shape

Formula for the area of a square: side length squared

The formula for the area of a triangle: base multiplied by height divided by 2

Formula for the area of a circle: radius squared times π

Sum

Add the areas of all divided basic shapes

Make sure the area of each section is calculated correctly

Use appropriate math tools or calculators to assist with calculations

supplementary method

Determine replenishment strategy

Choose the appropriate addition

The addition should make it easy to calculate the area

The added graphics should be known basic graphics

Draw dotted lines to add

Mark the added parts with dotted lines

Explicitly indicate the added graphics boundaries

Calculate area

Use the area formula with the added base shape

Use the same area formula as the division method

Subtract the area of the added part

Subtract the added area from the added graphic area

Make sure the area of the addition is calculated correctly

Perform final area summation

Verification results

Ensure every step of calculation is accurate

Check whether the area calculation formula is applied correctly

Check for calculation errors or omissions

Make sure the final area is correct

Verification by comparison with known data or reference values

Perform logic checks to ensure the results are reasonable

Thinking model for calculating the area of ​​combined graphics

Thinking model for calculating the area of ​​combined graphics

Thinking model for calculating the area of combined graphics

Thinking model for calculating the area of combined graphics