the area of a triangled triangle is 40 times its base.what is its height?
40(base)=(1/2)(base)(height)
80(base)=(base)(height)
Divide by base and they both drop out
80=height
what is real base
To find the height of a triangle, you need to know the area of the triangle and the length of its base. In this case, you mentioned that the area of the triangle is 40 times its base. However, you did not provide the length of the base.
To proceed, let's assume the length of the base of the triangle is denoted by 'b'. Given that the area of the triangle is 40 times the base, we can write the equation:
Area = 40 * base
Substituting the variables with the given information:
Area = 40 * b
Now, if you have the value of the area, you can plug it into the equation above and solve for the base:
40 * b = Area
To find the height, you'll need additional information, such as the length of one of the sides or an angle measure. Without this information, it is not possible to determine the height of the triangle.