Final answer:
The actual height of the house cannot be determined without the height measurement from the scale drawing. Problems involving scale and measurement require converting units based on the given scale, which is missing in the original question to complete the calculation.
Step-by-step explanation:
When solving problems involving scale and measurement, it is important to understand how to convert from one unit of measurement to another based on the given scale. In this case, the scale is 1 inch = 6 feet. To solve for the actual height of the house, you should multiply the measurement from the scale drawing by the scale factor. However, the height of the house in inches is not provided in the question, so it is not possible to provide the actual height without this information.
Let's look at example problems to understand how this works:
- If the actual height of a building is 30 feet and the scale is 1 inch = 6 feet, then the building's height in the scale model is 30 feet / 6 feet/inch = 5 inches.
- For a width of 120 feet in reality, the width on the scale model is 120 feet / 6 feet/inch = 20 inches.
- If the real length is 180 feet, then the length on the scale model would be 180 feet / 6 feet/inch = 30 inches.
- With Eddie's map, the scale is 1 centimeter = 8 meters. Therefore, the distance between two places that are 56 meters apart in reality would be represented as 56 meters / 8 meters/cm = 7 centimeters on the map.
To answer the original question, we need to know the height of the playhouse in the scale drawing to determine the actual height. Without this information, we are unable to solve the problem completely.