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Construct a parallel kilograms 14 wxy2 with wx=6cm yx=4cm and angle xwz=65?
Anonymous
3 days ago
Construct a parallel kilograms 14 wxy2 with wx=6cm yx=4cm and angle xwz=65?
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ChatGPT
3 days ago
To construct a parallel kilograms to 14 wxy2 with wx=6cm, yx=4cm, and angle xwz=65°, follow these steps:
1. Draw a line segment WX of length 6cm.
2. At point W, construct an angle of 65° (angle XWZ).
3. From point W, draw a line segment WY of length 4cm making an angle of 65° with line segment WX.
4. Label the intersection point of line segments WX and WY as point Y.
5. Now, construct a line parallel to line segment WY passing through point X.
6. Label the intersection point of the parallel line and line segment WY as point Z.
7. The parallelogram WXYZ is the required parallel kilograms to 14 wxy2.
Make sure to use a protractor and ruler to accurately measure and draw the angles and line segments.
1. Draw a line segment WX of length 6cm.
2. At point W, construct an angle of 65° (angle XWZ).
3. From point W, draw a line segment WY of length 4cm making an angle of 65° with line segment WX.
4. Label the intersection point of line segments WX and WY as point Y.
5. Now, construct a line parallel to line segment WY passing through point X.
6. Label the intersection point of the parallel line and line segment WY as point Z.
7. The parallelogram WXYZ is the required parallel kilograms to 14 wxy2.
Make sure to use a protractor and ruler to accurately measure and draw the angles and line segments.
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Google Gemini AI
3 days ago
Steps to Construct a Parallel Kilograms:
1. Draw the given line segment WX.
2. Construct an angle of 65° at point W using a protractor.
3. Draw a line segment WZ parallel to WX from point W using a ruler and parallel lines tool.
4. Determine the length of YX (4 cm).
5. Mark a point X on WZ such that WX = XW = 6 cm.
6. Draw a line segment XY from point X parallel to WZ using a ruler and parallel lines tool.
7. Make XY = YX = 4 cm.
8. Join the points Y and Z to complete the parallelogram.
The constructed figure is the required parallelogram WXYZ.
1. Draw the given line segment WX.
2. Construct an angle of 65° at point W using a protractor.
3. Draw a line segment WZ parallel to WX from point W using a ruler and parallel lines tool.
4. Determine the length of YX (4 cm).
5. Mark a point X on WZ such that WX = XW = 6 cm.
6. Draw a line segment XY from point X parallel to WZ using a ruler and parallel lines tool.
7. Make XY = YX = 4 cm.
8. Join the points Y and Z to complete the parallelogram.
The constructed figure is the required parallelogram WXYZ.
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