Class 4 Maths - KERALA

Pattern Around Us

The chapter Pattern Around Us in Class 4 Mathematics helps young learners explore and identify repeating sequences in shapes, numbers, and daily life objects. Students observe designs in nature, tile flooring, and borders, learning to predict what comes next. This chapter builds foundational logical thinking and observational skills, which are essential for problem-solving in mathematics. For the Kerala SCERT exams, questions from this chapter test the student's ability to spot rules in sequences and complete missing parts in shapes or number patterns. It is a scoring and engaging chapter that connects math to the real world.

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Key Concepts

Shape Patterns

Sequences made using geometric shapes like circles, triangles, and squares that repeat in a specific order.

Number Patterns

Lists of numbers that follow a specific rule, such as counting by twos, fives, or tens.

Repeating Unit

The core group of shapes or numbers that repeats over and over again to make a pattern.

Tiling Patterns

Arrangements of shapes that fit together without any gaps or overlaps, often seen on floors and walls.

Growing Patterns

Sequences where the shapes or numbers increase in size or quantity by a fixed amount each time.

Important Formulas

Next number = Current number + Rule (for increasing patterns)
Next number = Current number - Rule (for decreasing patterns)

Board Exam Info

In the Kerala (SCERT) Class 4 Mathematics assessments, this chapter typically carries around 4 to 6 marks. Common question types include completing the next two shapes in a visual sequence, filling in missing numbers in a number train, and identifying the rule behind a given pattern.

Frequently Asked Questions

How do I find the rule in a number pattern?

Subtract the first number from the second number to see how much it increases, or check if the numbers are decreasing by a fixed amount.

What is a repeating unit?

It is the small part of a pattern that repeats continuously to make the whole design.

Can patterns have both shapes and numbers?

Yes, some advanced patterns combine shapes and numbers, where you have to figure out both the shape change and the count change.

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