¿Cuál es el área de la parte sombreada de la
siguiente figura?
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A. 58.8 cm
B. 28 cm2
C. 12.8 cm2
D.7 cm²
Respuestas a la pregunta
Respuesta:
imagen: data:image/png;base64,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
Explicación paso a paso: