2D shapes exercise for Grade 4 / Year 5 - Free Printable
Educational worksheet: 2D shapes exercise for Grade 4 / Year 5. Download and print for classroom or home learning activities.
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Step-by-step solution for: 2D shapes exercise for Grade 4 / Year 5
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Show Answer Key & Explanations
Step-by-step solution for: 2D shapes exercise for Grade 4 / Year 5
Let's solve each question step by step and provide explanations.
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We are given 10 colored 2D shapes. Let’s identify each one:
1. Yellow circle → Circle
(A round shape with no sides or corners)
2. Blue triangle → Triangle
(3 sides, 3 angles)
3. Green square → Square
(4 equal sides, 4 right angles)
4. Red rectangle → Rectangle
(4 sides, opposite sides equal, 4 right angles)
5. Green trapezoid → Trapezoid
(Quadrilateral with one pair of parallel sides)
6. Purple rhombus → Rhombus
(All sides equal, opposite angles equal)
7. Orange pentagon → Pentagon
(5 sides)
8. Brown hexagon → Hexagon
(6 sides)
9. Purple heptagon → Heptagon
(7 sides)
10. Yellow octagon → Octagon
(8 sides)
11. Green diamond-shaped figure → Rhombus or Kite?
But since it has two pairs of adjacent equal sides and looks like a tilted square, it's more likely a Rhombus (but could be a kite). However, in standard classification, if all four sides are equal, it's a rhombus.
So: Rhombus
> ✔ Final Answers for Q1:
> 1. Circle
> 2. Triangle
> 3. Square
> 4. Rectangle
> 5. Trapezoid
> 6. Rhombus
> 7. Pentagon
> 8. Hexagon
> 9. Heptagon
> 10. Octagon
> 11. Rhombus
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We are given three angles with their measures.
a) 135° → This is greater than 90° but less than 180°, so it is an Obtuse angle
b) 90° → This is exactly 90 degrees, so it is a Right angle
c) 60° → This is less than 90°, so it is an Acute angle
> ✔ Final Answers for Q2:
> a) Obtuse angle
> b) Right angle
> c) Acute angle
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The shape is a pentagon that looks like a house with a triangular roof on top of a rectangle.
Let’s analyze the angles:
- The shape has 5 vertices (corners).
- We are to count:
- Acute angles: angles < 90°
- Right angles: angles = 90°
- Obtuse angles: angles > 90° but < 180°
Now, look at the diagram:
- Two right angles are marked with small squares (at the bottom left and bottom right), so those are 90° → 2 right angles
- At the top point (the peak of the roof), the angle is pointy and less than 90° → acute angle
- The two side angles (on the slanted sides) are greater than 90° → obtuse angles
So:
- Acute angles: 1 (top vertex)
- Right angles: 2 (bottom corners)
- Obtuse angles: 2 (the two slanted side angles)
> ✔ Final Answers for Q3:
> - 1 Acute angle
> - 2 Right angles
> - 2 Obtuse angles
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#### Q1: Shapes
1. Circle
2. Triangle
3. Square
4. Rectangle
5. Trapezoid
6. Rhombus
7. Pentagon
8. Hexagon
9. Heptagon
10. Octagon
11. Rhombus
#### Q2: Angles
a) Obtuse angle
b) Right angle
c) Acute angle
#### Q3: Count angles
- Acute angles: 1
- Right angles: 2
- Obtuse angles: 2
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Let me know if you'd like this formatted as a printable answer sheet!
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Q1) Name the following 2D shapes.
We are given 10 colored 2D shapes. Let’s identify each one:
1. Yellow circle → Circle
(A round shape with no sides or corners)
2. Blue triangle → Triangle
(3 sides, 3 angles)
3. Green square → Square
(4 equal sides, 4 right angles)
4. Red rectangle → Rectangle
(4 sides, opposite sides equal, 4 right angles)
5. Green trapezoid → Trapezoid
(Quadrilateral with one pair of parallel sides)
6. Purple rhombus → Rhombus
(All sides equal, opposite angles equal)
7. Orange pentagon → Pentagon
(5 sides)
8. Brown hexagon → Hexagon
(6 sides)
9. Purple heptagon → Heptagon
(7 sides)
10. Yellow octagon → Octagon
(8 sides)
11. Green diamond-shaped figure → Rhombus or Kite?
But since it has two pairs of adjacent equal sides and looks like a tilted square, it's more likely a Rhombus (but could be a kite). However, in standard classification, if all four sides are equal, it's a rhombus.
So: Rhombus
> ✔ Final Answers for Q1:
> 1. Circle
> 2. Triangle
> 3. Square
> 4. Rectangle
> 5. Trapezoid
> 6. Rhombus
> 7. Pentagon
> 8. Hexagon
> 9. Heptagon
> 10. Octagon
> 11. Rhombus
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Q2) Name the following type of angles.
We are given three angles with their measures.
a) 135° → This is greater than 90° but less than 180°, so it is an Obtuse angle
b) 90° → This is exactly 90 degrees, so it is a Right angle
c) 60° → This is less than 90°, so it is an Acute angle
> ✔ Final Answers for Q2:
> a) Obtuse angle
> b) Right angle
> c) Acute angle
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Q3) Find the number of acute angles, right angles, and obtuse angles for the shape given below.
The shape is a pentagon that looks like a house with a triangular roof on top of a rectangle.
Let’s analyze the angles:
- The shape has 5 vertices (corners).
- We are to count:
- Acute angles: angles < 90°
- Right angles: angles = 90°
- Obtuse angles: angles > 90° but < 180°
Now, look at the diagram:
- Two right angles are marked with small squares (at the bottom left and bottom right), so those are 90° → 2 right angles
- At the top point (the peak of the roof), the angle is pointy and less than 90° → acute angle
- The two side angles (on the slanted sides) are greater than 90° → obtuse angles
So:
- Acute angles: 1 (top vertex)
- Right angles: 2 (bottom corners)
- Obtuse angles: 2 (the two slanted side angles)
> ✔ Final Answers for Q3:
> - 1 Acute angle
> - 2 Right angles
> - 2 Obtuse angles
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✔ Summary of Answers:
#### Q1: Shapes
1. Circle
2. Triangle
3. Square
4. Rectangle
5. Trapezoid
6. Rhombus
7. Pentagon
8. Hexagon
9. Heptagon
10. Octagon
11. Rhombus
#### Q2: Angles
a) Obtuse angle
b) Right angle
c) Acute angle
#### Q3: Count angles
- Acute angles: 1
- Right angles: 2
- Obtuse angles: 2
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Let me know if you'd like this formatted as a printable answer sheet!
Parent Tip: Review the logic above to help your child master the concept of worksheet on shapes for grade 4.