Question: In geometry, two triangles with corresponding angle measures equal, called similar triangles, have corresponding sides proportional. For example, in the figure, angle A = angle

In geometry, two triangles with corresponding angle measures equal, called similar triangles, have corresponding sides proportional. For example, in the figure, angle A = angle D, angle B = angle E, and angle C = angle F, so the triangles are similar. Then the following ratios of corresponding sides are equal. A B 2x + 1 4 6 = 6 6 9 ||

Solve for x, using the given proportion to find the lengths of the third sides of the triangles.

A B 2x + 1 4 6 = 6 6 9 || C 2x + 1 2x + 5 D E 2x + 5 F

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