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Practical problems in mathematics. The harder part is first the process of translating the practical problem into mathematical form and second the interpretation of the mathematical solution back into useful practical information. If we think of the process of using mathematics on a real-world problem in pictorial terms as shown in Figure 61 then it is the transitions from the real to the mathematical world and back which are the hard part. A triangle has a perimeter of 35 cm.
One of its sides is four times greater than the second one and 1 cm greater than the third one. Determine the size of its sides. The sizes of the triangles sides are.
A 16 cm b 4 cm a c 15 cm. In the class there are 30 pupils. When taking inventory you fi nd that the numbers of BX connectors in fi ve diff erent bins are 176 264 375 234 and 116.
What is the total number of connectors in all bins. Eight diff erent boxes contain a number of 3 4-inch 8 fl at-head bright wood screws. Therefore I needed to add 26lbs of distilled water to the 7030 mixture to convert it to a 5050 mixture.
With a little math I was able to solve the problem - No guessing or trips to the store were needed. More Algebra - Classic Work-Rate Problems. Another practical use of basic algebra is.
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