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Find the centroid of the polygon (see Finding center of geometry of object?) [S] Fit a simple fitted rectangle i.e., parallel to the axes X and Y you may use minmax function for X and Y of the given points (e.g., polygon's vertices) Store the area of the fitted rectangle; Rotate the polygon about the centroid by e.g., 1 degree
Most other algorithms find the maximum area rectilinear rectangle inscribed in a convex polygon, and have a complexity of O(log n). I don't think your guess that the max area polygon is aligned with one of the sides is correct, because all you would need to do is rotate the polygon n times, resulting in a complexity of O(n log n) , and in my ...
From a rectangle, calculate width and length in meters. I used Rectangle.Perimeter and Rectangle.Area which give me the correct results but Rectangle.Length returns zero. I also thought of looking at the coordinates of the rectangle to calculate the width and length but the coordinates seem to be the same (shown in figure below) Here is my code.
The width of a rectangle is four less than one half the length. Let L represent the length and the width perimeter of the rectangle is 94 m P = 2L + 2w 94m = 2L + 2(L/2 - 4) 94m = 2L + 2(L/2) - 8 102m = 3L 34m = L and width is 13m. , 68 + 26 = 94 CHECKS! A = Lw A = (34m)(13m) = 442m^2 (check with Your calculator)
The length of a rectangle is twice its width. If the perimeter of the rectangle is 60 ft, find its area Step 1. The perimeter P means adding up all the four sides of a rectangle. Step 2. Let w be the width. Step 3. Let 2w be the length Step 4. Then, P=w+w+2w+2w=60. Step 5. Solving yields the following steps
Question 441176: A rancher with 750 ft of fencing wants to enclose a rectangular area and then divide it into four pens with fencing parallel to one side of the rectangle. a.) Find a function that models the total area of the four pens. b.) Find the largest possible total area of four pens. Answer by ankor@dixie-net.com(22740) (Show Source):
Find the area of a rectangle with base of 2yd and height 5ft. Step 1. Area A=b*h where b is the base and h is the height. Step 2. 1 yard = 3 feet or 2 yards = 6 feet. Step 3. A=6*5=30 square feet. Step 4. ANSWER: The area is 30 square feet. I hope the above steps and explanation were helpful.
Question 873264: find the area of a rectangle whose diagonal is 13 inches and width is 12 inches. Found 2 solutions by Seutip, MathTherapy: Answer by Seutip (231) (Show Source): You can put this solution on YOUR website! A rectangle's diagonal is a hypotenuse of a right triangle. Therefore given a width (a)which is 12 in and a hypotenuse (c ...
Question 217213: The length of a rectangle is 4in longer than its width. If the perimeter of the rectangle is 28in, find its area. If the perimeter of the rectangle is 28in, find its area. Found 2 solutions by rfer, ichudov :
: Suppose you know the base of a rectangle has a length of 4 inches and a diagonal has a length of 5 inches. Find the area of the rectangle? I'm clueless on this one. I just cant seem to get this. Any help would be greatly appreciated. This question is from textbook Heart of Mathmatics Answer by nerdybill(7384) (Show Source):