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Assume that the figures shown to the right are similar. Given the lengths of sides and measures of angles in the figure, what information is known About the right figure?

Assume that the figures shown to the right are similar. Given the lengths of sides-example-1
Assume that the figures shown to the right are similar. Given the lengths of sides-example-1
Assume that the figures shown to the right are similar. Given the lengths of sides-example-2

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\begin{gathered} Theratio\text{ of sides of triangles are equal} \\ (AD)/(AB)=(EH)/(EF) \\ \text{Put all the value } \\ (52)/(78)=(EH)/(60) \\ EH=(52)/(78)*60 \\ EH=40 \\ Sides\text{ of proportion are equal } \\ So,\text{ Angels are equal for both triangle } \\ \angle A=\angle E \\ \angle A=30^(\circ) \\ so,\angle E=30^(\circ) \end{gathered}

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