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The problem you're showing involves a set of parallel lines and angles, most likely regarding transversal lines crossing the parallel ones, as is common in geometry problems about corresponding, alternate interior, or exterior angles. The text reads: 

"Se o ângulo 'A' é igual a 30, quanto vale o ângulo 'G'?"  
Translation: "If angle 'A' is 30°, what is the value of angle 'G'?"

Given that the diagram likely involves parallel lines and angles formed by a transversal, let's break down the common relationships:

1. **Corresponding angles**: If 'A' and 'G' are corresponding angles (i.e., on the same side of the transversal and in matching corners), then they will be equal, meaning angle 'G' would also be 30°.
  
2. **

Se o ângulo 'A' é igual a 30, quanto vale o ângulo 'G'?

This problem asks for the value of angle G given that angle A is 30° in a setup involving parallel lines and a transversal. Learn how corresponding and alternate interior angles can be used to solve this problem.

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