yes
you could do a model showing the angle of elevation and angle of depression of a building
Using the formula: tangent = opposite/adjacent whereas tangent angle = height/ground distance, will help to solve the problem
To determine the height of a building based on the length of its shadow, we need to know the angle of elevation of the sun. Without that information, we can't calculate the exact height. However, if we assume a specific angle, we could use the tangent function in trigonometry to find the height. For example, if the angle were 45 degrees, the building would also be 42 meters tall.
The question is not quite clear but if the angle of elevation is 26 degrees at a distance of 165 feet away from the building then its height is 80.47587711 feet. 165*tan(26) = 80.47587711 feet
tan40=x/100 100tan(40)=83.9m
Angle of elevation: tangent angle = opposite/adjacent and by rearranging the given formula will help to solve the problem
you could do a model showing the angle of elevation and angle of depression of a building
57 ft
Using the formula: tangent = opposite/adjacent whereas tangent angle = height/ground distance, will help to solve the problem
The question is not quite clear but if the angle of elevation is 26 degrees at a distance of 165 feet away from the building then its height is 80.47587711 feet. 165*tan(26) = 80.47587711 feet
the angle of elevation would be the angle between the horizon and the line of sight to whatever object you are measuring to. Lets say for instance that you see a plane, and you determine that it has an angle of elevation of 30 deg. This means that from the horizon, you would need to look up at an angle of 30 degrees to see that plane. below I linked to a diagram which illustrates it quite well. Hope this helped!
6
It is: tan(65)*200 = 429 meters rounded
tan40=x/100 100tan(40)=83.9m
the angle of elevation would be the angle between the horizon and the line of sight to whatever object you are measuring to. Lets say for instance that you see a plane, and you determine that it has an angle of elevation of 30 deg. This means that from the horizon, you would need to look up at an angle of 30 degrees to see that plane. below I linked to a diagram which illustrates it quite well. Hope this helped!
If you mean the height of the building then it works out as 466.5063509 feet
Determine how tall a building, flagpole, street light or basketball goal is. They need to understand basic trig, and angle of elevation/depression. They would need to make a clinometer or hypsometer.