I have recently been doing my maths coursework entitled'the fencing problem' i requires me to find the largest area of all sided shapes using only a 1000m perimeter i have completed the coursework and have now been told that there is a formula so that you can work out the area of any sided shape without doing all the trignometery and stuff like that it would be of great help if some of. Fencing problem – math’s coursework a farmer has exactly 1000 meters of fencing and wants to fence of a plot of level land she is not concerned about the shape of the plot but it must have a perimeter of 1000 m.

Electric fencing is the most efficient fence in terms of cost and installation technology is constantly changing to make each project easier and easier the same problems need to be avoided whether we are charging high-tensile, soft smooth wire, or twine fence. Right guys, i need to do this coursework and do it well as i am a grade a student ( aparently) however i was ill for the 2 weeks before the summer holz and missed out on all the tutition given about what it needs to include.

Fencing is bent, twisted, or damaged you may be able to hammer a steel fence back into shape you may be able to hammer a steel fence back into shape with aluminum fencing, though, you will probably need to replace the damaged section completely. I have recently been doing my maths coursework entitled'the fencing problem' i requires me to find the largest area of all sided shapes using only a 1000m perimeter i have completed the coursework and have now been told that there is a formula so that you can work out the area of any sided shape show more i have recently been doing my maths coursework entitled'the fencing problem. This mths coursework is soooo stupid and the teachers arnt allowed to help us and we only get 2 weeks omg for finding the area of a rectangle the formula is 500l-l^2 thats how far i got at the mo and i only got a week left to do the rest.

Maths coursework - the fencing problem the nonagon 360/9 = 40 180 - 40 = 140 140/2 = 70 1000/9 = 11111 555 tan 70 = 15248 555 x 15248 = 84629m 84629 x 9 = 76166 m conclusion i found that the total area of a nonagon with a perimeter of 1000 is 76166 m.

Gcse maths coursework -the fencing problem- help right guys, i need to do this coursework and do it well as i am a grade a student ( aparently) however i was ill for the 2 weeks before the summer holz and missed out on all the tutition given about what it needs to include.

- The fencing problem a farmer has exactly 1000 metres of fencing and wants to fence off a plot of level land she is not concerned about the shape of the plot, but it must have a perimeter of 1000m.

If you think you can come up with a formula that works out the area for all the shapes (whatever that means - i'm not familiar with the coursework) then obviously that will be great, but if not you may still be able to get full marks by exploring the problem in other areas. Math coursework - the fencing problem essay - the fencing problem aim - to investigate which geometrical enclosed shape would give the largest area when given a set perimeter in the following shapes i will use a perimeter of 1000m.

The fencing problem coursework

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