That depends entirely on the size of the angles !
Using trigonometry the height of the tower works out as 15.2 meters rounded to one decimal place.
The area of the triangle in square meters is (1/2 the length of the triangle's base, in meters) times (the length of the triangle's height, in meters).
Well, let's paint a happy little picture here. You see, degrees and meters measure different things, like apples and oranges. Degrees measure angles, while meters measure distance. So, 15 degrees doesn't directly convert to meters. But hey, keep exploring and learning, there are always happy accidents along the way!
The four angles inside a quadrilateral add up to 360 degrees. The sides are measured in units of length ... like inches, meters, or miles ... not in degrees.
The side adjacent to the forty degrees of a right triangle with a hypotenuse of 6 meters and one of its angles measuring forty degrees is: 4.6 meters.
If a triangle is on a flat surface and all of its sides are the same length, then all of its angles are 60 degrees. It doesn't matter what the actual length of the sides is. They could be 3 millimeters or 3 kilometers.
That depends entirely on the size of the angles !
Using trigonometry the height of the tower works out as 15.2 meters rounded to one decimal place.
The area of the triangle in square meters is (1/2 the length of the triangle's base, in meters) times (the length of the triangle's height, in meters).
The four angles inside a quadrilateral add up to 360 degrees. The sides are measured in units of length ... like inches, meters, or miles ... not in degrees.
Using trigonometry the height of the tree works out as 15.15 meters rounded to two decimal places
Using trigonometry the height of the hill works out as 115.58 meters rounded to two decimal places
Yes.
659.88 metersTan(32)=h/xTan(50.5)=h/yx+y=1600
The base of this triangle would be 18 meters. One half*18 meters*16 meters= 72 square meters, this is the area of a triangle formula.
By drawing a rough sketch of the given information and then using trigonometry the height of the tower works out as 25.8 meters rounded to the nearest tenth.