Tuesday, 15 December 2015

Unit 5 sec 1.1 proving mathematical facts

Unit 5 sec 1.1 proving mathematical facts
15 December 2015
23:31


  What is the point of learning algebra? Why is it useful? In this section will see some answers to these questions.

  In activities 1 and 2, you probably found that with both your starting numbers you obtained the number 5 in the third last step (the last step involving mathematical calculations), and so each time you obtain the letter E.
  The idea behind the trade is that the number 5 is obtained in the last mathematical step, no matter what the starting number is. But how can you be sure that the trick works for every possible starting number?
  There’s a way to check this - using algebra. In this unit you will learn that algebraic techniques that are needed and you will see how to use them to check that the trek always works.

   As you saw earlier in the module, a demonstration that a piece of mathematics always works is called a proof. Proofs of mathematical and needing in all sorts of contexts, and algebra is usually the way to construct them.

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