it means that base in the bottom and the height are the sizes!
By using the tangent ratio of: opposite/tangent angle = adjacent which is the base
Using trigonometry and the tangent ratio its height is 135 meters to the nearest meter.
Area of a triangle = base * height / 2 Therefore the base = Area * 2 / height
Multiply the base time the height of the triangle or quadrilateral.
base by height
base: 52 ft
That is the aspect ratio , or ratio of width to height of the tire
It depends on the ratio between the base and the height. Bh=A, and B=(pi)(r2)
The base is the bottom of the figure and the height is how tall the figure is.
it means that base in the bottom and the height are the sizes!
Sounds like the triangle is spread out so that (the point is at the top of the rectangle) and (the base of the triangle is the same as the base of the rectangle).Base of rectangle = base of triangleHeight of rectangle = height of triangleWrite the formulas:Area of the rectangle = (base) times (height)Area of triangle = (one half of) (base) times (height)Can you see the ratio now ?
By using the tangent ratio of: opposite/tangent angle = adjacent which is the base
because they have a wide base to height ratio which makes them very stable
There is no ratio of the radius of the base cone to the radius of the base of the cylinder. If they are the same and the height of the cones is the same the ratio of the radius of their bases is 1:1 ant the ratio of the heights is 1:1 and the ratio of the volumes (Vcone:Vcyclinder) is (1/3 π r2 h):(πi r2 h) or 1/3
If you mean "altitude", and by that you mean the height of the top of the triangle above its base, then draw a line from the top of the triangle to the base, at right angles to the base, and measure that line. Alternately, the height of a triangle above its base is twice the area divided by the base length.
Suppose the radius of the sphere is R. The base of the cone is the same as the base of the hemisphere so the radius of the base of the cone is also R. The apex of the cone is on the surface of the hemisphere above the centre of the base. That is, it is at the "North pole" position. So the height of the cone is also the radius of the sphere = R. So the ratio is 1.