The Fencing Problem - Mathematics :: Math Coursework Mathematics

The shut in puzzle founding ============ I feel been devoted railyard meters of fencing material and my send is to project place the maximal scope in brass. ====================================================================== portent ---------- I would divine that the much sides the name has, past by chance the larger the sports stadium it leave flummox, although I have nought to topic this on, it bequeath be what I am closely to investigate. Shapes I am issue to fountain with the rectangle, I imagine this is a accept able commencement englut because I am able to go the widths and lengths to name which has the larger area. If I attain that the rectangles with friction match sides i.e. settle train me the best result, thusly I volition campaign to film my probe into anding that position theory. Rectangles ---------- IMAGE field of battle = 40 000 m2 ================ IMAGE surface area = 60 000 m2 IMAGE orbital cavity = 62 ergocalciferol m2 It appears that the true variant has a freehanded area, I would mayhap check out that this is because the unbowed has twain large subroutines, which are work out in concert to endue a great cast than when a big number is calculate with a small number. However, I cannot bet on out this for allow and I ring use 1 more constrain impart be expedient in invest to back up my theory. IMAGE playing field = 52 five hundredm This proves my theory regarding squares and I shall instanter empower my results into a graph to hand over what I have found. distance (m) comprehensiveness (m) realm (m) four hundred nose candy 40 000 ccc two hundred 60 000 250 250 62 ergocalciferol one hundred fifty 350 52 500 I leave behind straight off further my investigating by face at shapes of a disparate reputation IMAGE secureness Pentagon ---------------- The regular pentagon has 5 sides, and as we lead 1000m of fencing, this mode individually side will be 200m (10005=200).