You need to tell us what shape your figure is...
YOu divide the Base by half, and then DIvide the area by half of the base to get the height.
area =1/2 base length x height
You have to use trig. If the base angle is a and base b, the height is b tan(a).
With great difficulty - it is impossible without further information.For example:A triangle with sides 3, 4, 5 - base 3, height 4 has area 6 units2;a triangle with sides 2, 6, ~6.32 (√40) - base 2 height 6 has area 6 units2.Both the triangles have the same area but different sides; those are both right angled triangles, but other ones are possible, eg a triangle with sides 2.5, ~4.92 (1/2 x √97), 6 also has base 6 and height 2 and an area 6 units2.
You don't. You need the height and the area of the base to find the volume.
i can
base = (2*area)/height
Volume = (height)(area base)
YOu divide the Base by half, and then DIvide the area by half of the base to get the height.
area = 1/2 base * perpendicular height you can't find both the base and the height if you only know the area
I think that this is right: if you double the triangle, to form a square and you have the height, then the height shoulc be one side of the square. As it is a square, then the base should be the height, but it will only work if it is an equilateral triangle and all of the sides are the same. good luck, and I do apologize if I am wrong!!!! :)
You can only find the area of the base with this information. The volume divided by the height will give you the area of the base.
So, you divide the base by 2. Then, you divide the area by that answer and you'll find the height.
area =1/2 base length x height
you divide them
You have to use trig. If the base angle is a and base b, the height is b tan(a).
With great difficulty - it is impossible without further information.For example:A triangle with sides 3, 4, 5 - base 3, height 4 has area 6 units2;a triangle with sides 2, 6, ~6.32 (√40) - base 2 height 6 has area 6 units2.Both the triangles have the same area but different sides; those are both right angled triangles, but other ones are possible, eg a triangle with sides 2.5, ~4.92 (1/2 x √97), 6 also has base 6 and height 2 and an area 6 units2.