To find the distance to the building from the campsite based on Jacob's observation of the building at an angle of depression of 24°, trigonometry principles can be applied to calculate the distance using the tangent function.
To find the distance from the campsite to the building, we can use trigonometry. Since Jacob sees the building at an angle of depression of 24° to the bottom of the building, this angle forms a right triangle with the line of sight and the distance we are trying to find. Using the tangent function, we can set up the equation: tan(24°) = height of mountain / distance to the building. Given the height of the mountain, we can solve for the distance to the building.
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