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Imagine that, instead of a rectangle, you're just dealing with a triangle. One side of the triangle is 48ft and another side is 96ft. We just want to figure out the length of the third side, called the hypotenuse. |\ | \ A | \ C | \ |____\ B Side A is 96ft. Side B is 48ft. Side C is what we have to figure out. We can use the Pythagorean Theorem, which says that c^2 = a^2 + b^2. We know that: a^2 = a * a = 96 * 96 = 9216 b^2 = b * b = 48 * 48 = 2304 9216+2304 = 11,520 So we know that c^2 is 11,520. To find out c, we take the square root of that number, which gives us 107.33. So the answer to your question is 107.33 ft!

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Q: What is the distance from one corner to another in a rectangle 48 ft by 96 ft?
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