If the area of a triangle with base x is equal to the area of a square with side x, then find the altitude of the triangle
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the triangle and the square have the same Area, so we set them equal to each other and solve for the unknown. We know that the area of the square is x² and we know that the two figures have the same Area. So, how about:
X² = (X/2)H
X² = XH/2
X = H/2
Answer: H = 2X
Proof: X² = (X/2)H ==> X² = (2X²/2) ==> X = 2X/2
Here it go☝️
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