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Everyday Mathematics: Shapes and Patterns | Mathematics Olympiad for Class 3 PDF Download

Q1. A shape has 2 small triangles inside it. If you count all triangles, including the big one, how many are there?
(a) 3
(b) 4
(c) 5
(d) 6
Everyday Mathematics: Shapes and Patterns | Mathematics Olympiad for Class 3

Ans: (a) 3

The 2 small triangles plus the big triangle make 3 total triangles.


Q2. A pizza is round with no corners. Which shape is a pizza most like?
(a) Square
(b) Circle
(c) Triangle
(d) Rectangle

Ans: (b) Circle

A pizza is round with no corners, matching a circle, which has no edges or corners.Everyday Mathematics: Shapes and Patterns | Mathematics Olympiad for Class 3


Q3. The letter C doesn’t connect at any point. Is it an open or closed shape?
(a) Closed
(b) Open
(c) Both
(d) Neither

Ans: (b) Open

The letter C has a gap and doesn’t connect, making it an open shape.Everyday Mathematics: Shapes and Patterns | Mathematics Olympiad for Class 3


Q4. A laptop screen has two long sides and two short sides. Which shape is it most like?
(a) Oval
(b) Square
(c) Rectangle
(d) Triangle
Everyday Mathematics: Shapes and Patterns | Mathematics Olympiad for Class 3

Ans: (c) Rectangle

A laptop screen has opposite sides equal but different lengths, matching a rectangle, as noted in the examples (e.g., laptop screen).


Q5. An egg is a shape with no straight lines. Which shape matches this description?
(a) Rectangle
(b) Oval
(c) Square
(d) Triangle
Everyday Mathematics: Shapes and Patterns | Mathematics Olympiad for Class 3

Ans: (b) Oval

An egg has no straight lines, like an oval, which has no edges or corners, per the notes (e.g., an egg).


Q6. A circle has no edges. How many more edges does a rectangle have than a circle?
(a) 2
(b) 3
(c) 4
(d) 5

Ans: (c) 4

A circle has 0 edges, and a rectangle has 4 edges. 
Difference: 4 - 0 = 4.

Q7. A wall pattern repeats 1 square and 2 triangles each time. If there are 3 squares, how many triangles are there?
(a) 3
(b) 4
(c) 5
(d) 6

Ans: (d) 6

The pattern is 1 square and 2 triangles per set. For 3 squares: 3 sets, each with 2 triangles, so 3 × 2 = 6 triangles.


Q8.  A sandwich cut into 3 sides is a common snack. What shape is this sandwich piece?

Everyday Mathematics: Shapes and Patterns | Mathematics Olympiad for Class 3(a) Oval
(b) Square
(c) Triangle
(d) Rectangle

Ans: (c) Triangle

Three sides describe a triangle, which has 3 edges and 3 corners.


Q9. A book has 4 corners as a rectangle. How many more corners does it have than an oval plate?
(a) 2
(b) 3
(c) 4
(d) 5

Ans: (c) 4

A rectangle (book) has 4 corners, and an oval has 0. Difference: 4 - 0 = 4, per the edges and corners table.


Q10. A curtain pattern repeats a triangle shape over and over. What is this repetition called?
(a) Corner
(b) Edge
(c) Pattern
(d) Closed Shape

Ans: (c) Pattern

 Repeating a shape, like triangles on a curtain, is a pattern.

The document Everyday Mathematics: Shapes and Patterns | Mathematics Olympiad for Class 3 is a part of the Class 3 Course Mathematics Olympiad for Class 3.
All you need of Class 3 at this link: Class 3
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FAQs on Everyday Mathematics: Shapes and Patterns - Mathematics Olympiad for Class 3

1. What are the basic shapes that we learn in Class 3?
Ans. In Class 3, students typically learn about basic geometric shapes such as circles, squares, triangles, rectangles, and ovals. They explore the properties of these shapes, including the number of sides and angles, and how to identify them in everyday objects.
2. How can patterns be created using shapes?
Ans. Patterns can be created by arranging shapes in a specific order or sequence. For example, students can create patterns by repeating a combination of shapes, such as a circle followed by a square, or alternating colors of the same shape. This helps in understanding symmetry, repetition, and design.
3. Why are shapes and patterns important in mathematics?
Ans. Shapes and patterns are important in mathematics because they help develop spatial awareness and reasoning skills. Recognizing shapes and understanding patterns are foundational skills that support more complex mathematical concepts, such as geometry, algebra, and data interpretation.
4. What activities can help reinforce learning about shapes and patterns?
Ans. Activities such as shape sorting games, pattern block creations, and art projects involving collage can reinforce learning about shapes and patterns. Additionally, using everyday objects to identify shapes and creating patterns with them can make learning more engaging and practical.
5. How can parents help their children understand shapes and patterns at home?
Ans. Parents can help by incorporating shapes and patterns into daily activities, such as cooking (using measuring cups), shopping (identifying shapes on packaging), and arts and crafts (drawing or cutting out shapes). Playing educational games that focus on shape recognition and pattern creation can also be beneficial.
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