Use the image to answer the question.

An inverted triangle shows the upper left vertex labeled as house, with a side marked 5 miles leading to the lower right vertex labeled as farmer's market. The third vertex at the bottom is labeled bank.

The diagram shows the distance between your house, the bank, and the farmer’s market. You need to stop at the bank before going to the farmer’s market. Given the information in the diagram, identify which statement is true.

(1 point)

1 answer

Based on the description of the diagram, we have three locations: your house, the bank, and the farmer's market, arranged in an inverted triangle. The distance from your house to the farmer's market is 5 miles.

Since you need to stop at the bank before going to the farmer's market, we can infer that:

  • The distance from your house to the bank is unknown, but you must travel to the bank first.
  • Then you'll travel from the bank to the farmer's market.

Without seeing the actual image, I can't generate specific statements based on it, but a true statement based on your description might be:

"The distance from the house to the farmer's market is 5 miles, but the distance to the bank is not specified."

If you can provide additional options or context, I could help identify which specific statement is true.

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