Two triangles are similar if and only if they have the three pairs of [b]angles[/b] [b]congruent [/b]. Also, the equivalent sides [b]must be proportional. [/b]
Change the positions of points A, B, C, A', B' or C'. What do you see regarding the value of the scale factor (similarity ratio)?
Change the positions of points A, B, C, A ', B' or C 'so that k is equal to 1. What can you notice about the triangles?
Are the following triangles Similar?[br][img]data:image/png;base64,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[/img]
Are the following triangles Similar?[br][img]data:image/png;base64,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[/img]
Are the following triangles Similar?[br][img]data:image/png;base64,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[/img]
Are the following triangles Similar?
Are the following triangles Similar?[br][img]data:image/png;base64,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[/img]
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Similar?[br][img]data:image/png;base64,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[/img]