Question

Can we divide the irregular shapes ,
can we divide irregular If no why?
If yes how? Justify your answer.​

Answer 1

Step-by-step explanation:

The definition of a regular shape is that all the sides are equal and all the inside angles are equal. An irregular shape doesn’t have equal sides or equal angles.

For example, an equilateral triangle is a regular shape because all the sides are equal AND all the angles are equal. A right angle triangle is an irregular shape, because although it is a shape that we recognise instantly, it has different length sides and different inside angle measurements.

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Answer 2

Answer:

Yes, we can divide the irregular shapes into regular shapes.

Step-by-step explanation:

Irregular shapes:

• Any shape with sides and angles of any length or size is said to be irregular.
• Polygons with five or more varying-length sides are considered irregular shapes.
• To calculate the area, these shapes or figures can be further broken down into familiar shapes like triangles, squares, and quadrilaterals.
• Not even or balanced is referred to be irregular. Because they don't resemble the more common regular shapes.
• They can actually be any shape with straight sides. Although certain irregular polygons have unique names like parallelograms, rhombus their name is frequently decided by the number of straight sides they have.

Finding the Area of Irregular Shapes

The following are many techniques for calculating the area of irregular shape:

• Using square units to evaluate area
• Creating two or more Regular Shapes by dividing the Irregular Shape.
• Dividing a curve-containing irregular shape into two or more regular shapes.

Final answer:

Therefore we can divide the irregular shapes to form the regular shapes.

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