The image contains a geometric problem involving a quadrilateral and a section about polygons. Here is the transcribed content suitable for an educational website: --- **Geometry Concepts** **Measure of Interior Angles in Regular Polygons** 1. Find the measure of each interior angle of the indicated regular polygon. - **Example**: Nonagon **Quadrilateral Measurements** 2. Find the indicated measure in quadrilateral ABCD. The diagram depicts a quadrilateral with diagonal AC drawn, creating triangles ABC and ACD. - **Known Measurements**: - Angle EAB = 30° - Angle EDB = 37° - Angle DCB = 65° - Side AB = 9.5 units - Side CD = 7.2 units - Side BC = 11.7 units - Side DE = 8.5 units **Tasks** 3. Determine the following: - **Length of AD (8)** - **Length of BA (9)** - **Measure of angle ABC (11)** - **Measure of angle ACD (12)** Additionally, students should: - **State which theorem can be used to show that the figure is a parallelogram and explain their reasoning**. --- Note: The diagram provides visual aids to assist with solving the geometric problems.

Q: What is GH? 77 I GH = LL

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A: angle (D) = 119 ABCD is a parallelogram so we use properties of parallelogram

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Q: What is AC? A В

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Q: 11

A: To find value of v 5370=1700v2

Q: T

A: From the given diagram:segST≅segOTand the segPT bisects an angle∠STO.To find:m∠STO=?

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A: To find :- How many square numbers are between 100 and 10,000.

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A: Solution: Let X be the random variable. From the given information, x-bar=30, s=3.5 and n=15.