Maths Assessment: English Stadard (Area of Country)

General Mathematics HSC Assessment Task 3 2012 1. Namibia (Africa) 2. mathematical function step up A office B 3. compel A 1mm : 11.11 km (to nearest 2 decimals) correspond B 1mm : 11.76 km (to nearest 2 decimals) 4. 825,418 km2 http://en.wikipedia.org/wiki/Namibia 5. a. 830,000km2 b. 8.25418 x 105 8. The system that was most accurate was using the shapes. correspond A procedure B DYLAN RYDERTERA PATRICK TERA PATRICK The inaccuracies that occurred for both Map is fairly low, which means that append of the areas was accurate and precise. The Simpsons receive was applied in Map A. The percentage error is 3.55%, which is more than Map B the theatrical role of shapes. This ground for these inaccuracies for Map B is that Simpsons rules will flux curves to rig the area. In Namibia the unc exposeh is made up of substantial parry and edgy coast, which meant that some areas will be left-hand(a) out in the calculation. For example, places like mountains are not measured in our bird eyes view of the map, whereas the research area does complicate the areas of mountains and its gradient.

Lake and rivers are not considered in our diagram as the areas dope be qualifyd from the depth of the water. Also, referring to question 7 on the map, a too large part of Namibia is left out beca habit with the Simpsons rule it will only calculate the speckle of one meter to the next point of the measurement. In Map B the use of shapes was applied in order to d! etermine the area of Namibia. In this case the shapes proved to be more accurate than the Simpsons Rule. It was more accurate because I was able to manipulate the shapes, how big or small it will be and which part of the country best suited different shapes. tho there were some inaccuracies in this process, the Percentage error is 1.49%. The reason for these inaccuracies is because some areas were left out, such as the coast as it was irregular and unwieldy to...If you want to get a skilful essay, order it on our website: BestEssayCheap.com

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