an average of 760m, 96.2mm wide angled, height of 3 600m. what the scale of these photographs?
To determine the scale of the photographs, we need to compare the dimensions of the photograph to the corresponding dimensions of the actual object being photographed.
The average dimension provided is 760m, which represents the length or width of the object in the photograph. The height of the object being photographed is given as 3600m. However, it is not clear whether the 760m dimension refers to the length or the width. So, we'll need to make that assumption.
Assuming the 760m represents the length of the object in the photograph, we can calculate the scale as follows:
Scale = Length in Photograph / Length in Actual Object
Scale = 760m / 3600m
Simplifying this fraction gives us:
Scale ≈ 0.211
Therefore, the scale of these photographs, assuming 760m represents the length, would be approximately 0.211. This means that for every 1 unit of length in the photograph, the actual object would be approximately 0.211 times that length in reality.
If the assumption about which dimension the 760m represents is incorrect, you would need to redo the calculation considering the width of the object in the photograph instead.
Note: It's important to have clear information about which dimension the given measurement refers to in order to accurately determine the scale.