Construct a rectangle MNOP with MN = 8 cm and MP = 3 cm

To construct a rectangle \( MNOP \) with \( MN = 8 \) cm and \( MP = 3 \) cm, follow these steps:

1. **Draw Line Segment \( MN \)**:
   - Using a ruler, draw a line segment \( MN \) of length 8 cm.

2. **Draw Perpendicular Lines from \( M \) and \( N \)**:
   - Use a set square or a protractor to draw a perpendicular line at point \( M \).
   - Mark a point \( P \) on this line such that \( MP = 3 \) cm.
   - Similarly, draw a perpendicular line at point \( N \).
   - Mark a point \( O \) on this line such that \( NO = 3 \) cm.

3. **Draw Line Segment \( OP \)**:
   - Connect points \( P \) and \( O \) with a straight line.

4. **Connect Points \( M \) and \( O \)**:
   - Connect points \( M \) and \( O \) with a straight line.
   
5. **Connect Points \( N \) and \( P \)**:
   - Connect points \( N \) and \( P \) with a straight line.

Now you have constructed rectangle \( MNOP \) with \( MN = 8 \) cm and \( MP = 3 \) cm.

Would you like more details or have any questions? Here are some questions you might consider next:

1. How to verify if the rectangle is constructed correctly?
2. How to calculate the area of the rectangle \( MNOP \)?
3. How to find the diagonal length of rectangle \( MNOP \)?
4. What are the properties of a rectangle?
5. How to construct a square given a side length?

**Tip:** When constructing geometric shapes, using precise measurements and tools like a ruler and set square ensures accuracy.

Learn how to construct a rectangle MNOP with MN = 8 cm and MP = 3 cm using geometric principles. This step-by-step guide covers drawing line segments, perpendicular lines, and connecting points to form the rectangle. Suitable for students in Grades 5-6.

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