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Pin Head said:Hi,
How do I find the height of the triangle , the triangle is set at 30 degrees and the length is 5 meters any help would be appreciated.
Pin Head said:Hi,
I' ve been learning trig using Khan accademy
Pin Head said:Hi,
I' ve been learning trig using Khan accademy
Pin Head said:Okay I check out the wiki page and I am still a little confused ,This is what I'm thinking, is that I have to use tan = opposite / adjacent because I know the adjacent is 5 meters and I'm figuring that opposite is 90 degrees is this right
Pin Head said:Okay I check out the wiki page and I am still a little confused ,This is what I'm thinking, is that I have to use tan = opposite / adjacent because I know the adjacent is 5 meters and I'm figuring that opposite is 90 degrees is this right
The formula for finding the height of a triangle is: h = (2A)/b, where h is the height, A is the area of the triangle, and b is the base of the triangle.
The base of a triangle can be measured by finding the length of one of its sides. The area of a triangle can be measured by multiplying the base by the height and then dividing by 2.
No, the height of a triangle cannot be negative. It is a measurement of distance and therefore must be a positive value.
The height of a triangle can be measured in any unit of length, such as inches, centimeters, or meters. It is important to use the same unit for all measurements in order to get an accurate result.
The height of a triangle is directly proportional to its area. This means that as the height increases, the area also increases. Conversely, if the height decreases, the area will also decrease.