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Construct a square whose each side is 4.9 cm

Ask by Watkins Hall. in India
Jan 24,2025

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To make a square with each side 4.9 cm, draw a 4.9 cm line, then use a 90-degree angle to mark the corners, and connect them to form the square.

Solución

To construct a square with each side measuring 4.9 cm, follow these steps: 1. **Gather Materials**: You will need a ruler, a pencil, and a compass (optional for drawing arcs). 2. **Draw the First Side**: - Use the ruler to draw a straight line that is 4.9 cm long. Label the endpoints as points A and B. 3. **Construct the Right Angles**: - At point A, use a protractor to measure a 90-degree angle. Mark a point C at a distance of 4.9 cm from A along this angle. - Repeat this at point B to find point D, also 4.9 cm away from B at a 90-degree angle. 4. **Draw the Remaining Sides**: - Connect points C and D with a straight line. This line should also measure 4.9 cm. 5. **Complete the Square**: - Finally, connect points C and D to points A and B respectively, ensuring that all sides are equal and that the angles are right angles. Now you have a square ABCD where each side measures 4.9 cm.

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Mind Expander

To get started on constructing your square, grab a ruler, a pencil, and a compass! First, draw one side of the square measuring 4.9 cm. From each endpoint of this line, you'll want to use your compass to create a 90-degree angle. Set the compass width to 4.9 cm and draw arcs above and below the line. Connect these points to form two additional sides. Repeat the process for the last side, and voila! You've got yourself a perfect square. When it comes to measuring, simplicity is key! Make sure your ruler is properly aligned with the points you want to connect, as misalignments can lead to a crooked square. Double check your measurements and ensure your angles are perfect at 90 degrees. Happy constructing!

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