301 Moved Permanently - Free Printable
Educational worksheet: 301 Moved Permanently. Download and print for classroom or home learning activities.
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Step-by-step solution for: 301 Moved Permanently
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Show Answer Key & Explanations
Step-by-step solution for: 301 Moved Permanently
This is a math worksheet focused on understanding fractions by visually representing them as parts of shapes. The task requires coloring specific fractional portions of each given shape.
Let's break down the solution for each part:
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The instruction is to color 1 out of every 4 equal parts.
- First Shape (Square divided into 4 smaller squares): This square is already divided into 4 equal parts. You would color one of these small squares.
- Second Shape (Triangle divided into 4 smaller triangles): This large triangle is divided into 4 equal smaller triangles. You would color one of these small triangles.
- Third Shape (Rectangle divided into 4 vertical strips): This rectangle is divided into 4 equal vertical strips. You would color one of these strips.
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The instruction is to color 1 out of every 3 equal parts.
- First Shape (Rectangle divided into 3 horizontal strips): This rectangle is divided into 3 equal horizontal strips. You would color one of these strips.
- Second Shape (Triangle divided into 3 smaller triangles): This large triangle is divided into 3 equal smaller triangles that meet at the center. You would color one of these small triangles.
- Third Shape (Circle divided into 3 sectors): This circle is divided into 3 equal pie-shaped sectors. You would color one of these sectors.
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The instruction is to color 3 out of every 4 equal parts.
- First Shape (Rectangle with 2 diagonals): The diagonals divide the rectangle into 4 equal triangles. You would color three of these triangles.
- Second Shape (Triangle divided into 4 smaller triangles): This is the same triangle as in Part (1). You would color three of the four small triangles.
- Third Shape (Rectangle with mixed divisions): This shape is divided into 4 parts: 3 horizontal strips on top and 2 smaller rectangles at the bottom. However, these parts are not equal. The top 3 strips are equal to each other, but the bottom two are smaller. To accurately represent 3/4, you must consider the total area. The top 3 strips together make up 3/4 of the total area (since each strip is 1/4 of the whole), so you should color all three top strips.
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To solve this problem, you need to color the specified fraction of each shape based on its equal divisions:
- For (1) 1/4: Color 1 part in each shape.
- For (2) 1/3: Color 1 part in each shape.
- For (3) 3/4: Color 3 parts in each shape, ensuring the parts are equal or their combined area equals 3/4 of the whole.
This exercise helps visualize fractions as parts of a whole.
Let's break down the solution for each part:
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Part (1): Colour one fourth (1/4) of each shape.
The instruction is to color 1 out of every 4 equal parts.
- First Shape (Square divided into 4 smaller squares): This square is already divided into 4 equal parts. You would color one of these small squares.
- Second Shape (Triangle divided into 4 smaller triangles): This large triangle is divided into 4 equal smaller triangles. You would color one of these small triangles.
- Third Shape (Rectangle divided into 4 vertical strips): This rectangle is divided into 4 equal vertical strips. You would color one of these strips.
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Part (2): Colour one third (1/3) of each shape.
The instruction is to color 1 out of every 3 equal parts.
- First Shape (Rectangle divided into 3 horizontal strips): This rectangle is divided into 3 equal horizontal strips. You would color one of these strips.
- Second Shape (Triangle divided into 3 smaller triangles): This large triangle is divided into 3 equal smaller triangles that meet at the center. You would color one of these small triangles.
- Third Shape (Circle divided into 3 sectors): This circle is divided into 3 equal pie-shaped sectors. You would color one of these sectors.
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Part (3): Colour three fourth (3/4) of each shape.
The instruction is to color 3 out of every 4 equal parts.
- First Shape (Rectangle with 2 diagonals): The diagonals divide the rectangle into 4 equal triangles. You would color three of these triangles.
- Second Shape (Triangle divided into 4 smaller triangles): This is the same triangle as in Part (1). You would color three of the four small triangles.
- Third Shape (Rectangle with mixed divisions): This shape is divided into 4 parts: 3 horizontal strips on top and 2 smaller rectangles at the bottom. However, these parts are not equal. The top 3 strips are equal to each other, but the bottom two are smaller. To accurately represent 3/4, you must consider the total area. The top 3 strips together make up 3/4 of the total area (since each strip is 1/4 of the whole), so you should color all three top strips.
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Final Answer:
To solve this problem, you need to color the specified fraction of each shape based on its equal divisions:
- For (1) 1/4: Color 1 part in each shape.
- For (2) 1/3: Color 1 part in each shape.
- For (3) 3/4: Color 3 parts in each shape, ensuring the parts are equal or their combined area equals 3/4 of the whole.
This exercise helps visualize fractions as parts of a whole.
Parent Tip: Review the logic above to help your child master the concept of worksheet on fractions for grade 2.
