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Calculate the values labeled 10m, 5m, 3m, 1m, and 2m.

Mathematics

ScanSolve AI Answer

Answer

27m\text{27m}

Step-by-step solution

3 steps

The image shows a profile diagram with various horizontal and vertical distances. Since no specific question is provided, I will calculate the total horizontal distance represented in the diagram.

Assumption: The label "5m5\text{m}" written along the diagonal line represents its horizontal projection, as interpreting it as the diagonal length would lead to a mathematically impossible scenario given the vertical changes.

  1. Identify all horizontal segments from the diagram.

    The horizontal segments are:

    • The first segment on the left: 10m10\text{m}
    • The horizontal projection of the diagonal segment (labeled "5m5\text{m}" along the diagonal): 5m5\text{m}
    • The segment between the 5m5\text{m} and 2m2\text{m} vertical lines: 1m1\text{m}
    • The segment between the 2m2\text{m} and 7m7\text{m} vertical lines: 1m1\text{m}
    • The last segment on the right: 10m10\text{m}
  2. Sum the lengths of these horizontal segments.

    Total horizontal distance=10m+5m+1m+1m+10m\text{Total horizontal distance} = 10\text{m} + 5\text{m} + 1\text{m} + 1\text{m} + 10\text{m}
  3. Calculate the sum.

    Total horizontal distance=27m\text{Total horizontal distance} = 27\text{m}

    The total horizontal distance represented in the diagram is 27m\text{27m}.

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