1. Identificar las longitudes dadas: base (b = 35 cm) y diagonal (d = 37 cm). 2. Aplicar el teorema de Pitágoras: a² + b² = d², donde a es la altura buscada. 3. Sustituir los valores conocidos en la ecuación: a² + 35² = 37². 4. Calcular 35²: 35² = 1225. 5. Calcular 37²: 37² = 1369. 6. Reemplazar los cuadrados en la ecuación: a² + 1225 = 1369. 7. Despejar a²: a² = 1369 - 1225. 8. Realizar la resta: a² = 144. 9. Hallar la raíz cuadrada de 144: a = √144. 10. Calcular √144: a = 12. 11. Concluir que la altura (a) del rectángulo es 12 cm.
It seems like you've shown a part of an image of a handwritten page, which contains a phrase that appears to be in the Indonesian language. The phrase "Rumus Luas berish atas (miring)" translates to "Formula for area of the upper clean side (sloped or slanting)" in English. This phrase alone doesn't provide enough information to solve a specific problem because it seems to be referring to a geometrical formula related to an area calculation of a shape that has an upper side that is sloped or slanted. The phrase might refer to the area calculation of a trapezoid, where the top side is not parallel to the bottom side, or possibly another shape with a slanted side. If you have a specific geometry problem or question, please provide the full context or problem statement so I can help you solve it.
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