Construct a figure similar to ABCDEF with sides in the ratio of 6:4.

Here is the construction of a figure similar to ABCDEF with sides in the ratio of 6:4. Construction Steps: 1. Draw the given figure ABCDEF. 2. From vertex A, draw diagonals AC, AD, and AE to divide the figure into triangles. 3. Draw a ray AG from vertex A at a convenient angle. Mark 6 equally spaced points G₁, G₂, G₃, G₄, G₅, G₆ on ray AG, starting from A. 4. Extend the sides AB, AC, AD, AE, and AF of the original figure. 5. Join point G₄ to B. 6. Through point G₆,

Construct a figure similar to ABCDEF with sides in the ratio of 6:4.

Here is the construction of a figure similar to ABCDEF with sides in the ratio of 6:4. Construction Steps: 1. Draw the given figure ABCDEF. 2. From vertex A, draw diagonals AC, AD, and AE to divide the figure into triangles. 3. Draw a ray AG from vertex A at a convenient angle. Mark 6 equally spaced points G₁, G₂, G₃, G₄, G₅, G₆ on ray AG, starting from A. 4. Extend the sides AB, AC, AD, AE, and AF of the original figure. 5. Join point G₄ to B. 6. Through point G₆,

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Here is the construction of a figure similar to ABCDEF with sides in the ratio of 6:4.

Construction Steps:

Draw the given figure ABCDEF.
From vertex A, draw diagonals AC, AD, and AE to divide the figure into triangles.
Draw a ray AG from vertex A at a convenient angle. Mark 6 equally spaced points $G_1, G_2, G_3, G_4, G_5, G_6$ on ray AG, starting from A.
Extend the sides AB, AC, AD, AE, and AF of the original figure.
Join point $G_4$ to B.
Through point $G_6$ ,

Construct a figure similar to ABCDEF with sides in the ratio of 6:4.

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