Fencing problem coursework on edexcel coursehelp watch announcements five things you should do when you go to uni start new discussion reply cmtech my maths teacher seems to think that doing a load of shapes and working towards proving something(s) will get everyone an a luckily i didn't follow her advice when i did maths last year. The fencing problem - maths area(cm2) 3333 3333 289 48162 i also found it's the last triangle with a 1000cm diameter that isn't a nonsense triangle, where the base is larger than the hypotenuse maths fencing coursework this i an example to show the methods of how to work out a rectangle the perimter is 1000m so that means all four. Best answer: the shortest amount of fencing the rancher could use would be 500,006 this is because you divide the total area by one half then use 2 ft as your length (shortest sides) and 250,000 ft as your width (longest sides. 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.

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

Maths coursework - the fencing problem maths coursework the fencing problem aim: a farmer has brought 1000 meters of fencing with this fencing he wants to enclose an area of land the farmer wants the fencing to enclose an area of the biggest size i will investigate different shapes the fencing can make to achieve the largest area.

Gcse maths coursework fencing fencing problem – maths coursework – gcse maths – marked by fencing problem – math x27s 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. I am stumped i have this maths coursework, where theres a fencing 'problem' basically i need to know how to work out the area of octagons, pentagons, h. 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.

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. The maths coursework, the fencing problem, what can i include help please it is due in 4 days answer questions derivative question joint probability function of continuous random variables x & y is constant on the rectangle 0xa, 0yb show that x & y are independent.

- Math coursework - the fencing problem essay - the fencing problem a farmer has 1000m of fencing and wants to fence off a plot of level land she is not concerned about the shape of plot, but it must have a perimeter of 1000m so it could be: [image] or anything else with a perimeter (or circumference) of 1000m.
- Gcse maths coursework –the fencing problem– help – yahoo 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.

» тема: gcse maths coursework the fencing problem – 501986 | квалифицированная юридическая помощь по вопросам. I am stumped i have this maths coursework, where theres a fencing 'problem' basically i need to know how to work out the area of octagons, pentagons, hexagons etc i just cant do it. The fencing problem - maths area(cm2) 3333 3333 289 48162 i also found it's the last triangle with a 1000cm diameter that isn't a nonsense triangle, where the base is larger than the hypotenuse so far in my investigation i have found the largest areas for rectangle and triangles. Maths coursework the fencing problem aim: a farmer has brought 1000 meters of fencing with this fencing he wants to enclose an area of land the farmer wants the fencing to enclose an area of the biggest size i will investigate different shapes the fencing can make to achieve the largest area.

Maths coursework fencing problem

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