Problems Plus Example 4 - Mathematical Induction



In this video I go through another problems plus example which in this case is on Mathematical Induction. I also go over mathematical induction is and use the tough problems plus example to illustrate it further. The principle of mathematical induction is pretty straight forward but the wording of it can be a bit tricky. Basically it states that if your function is true for n = 1, and it's true for k+1 if at k is true then it is true for all positive integers n. Since n = 1 is true, it follows that n = 2 is true and thus n = 3 and so on forever.

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Related Videos:

Problems Plus Example 1: http://youtu.be/YjoV9TLICOI
roblems Plus - Example 2: Solve hypotenuse in terms of the Perimeter: http://youtu.be/kvtjSQ2g1UE
roblems Plus - Example 3: |x-3| + |x+2| less than 3: http://youtu.be/EdQBtuo2gqM
omposition of functions: http://youtu.be/8HJE47q7-pA .
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Comments 1


I don't always induce things but when I do I usually do induce mathematically ;)

View video notes on the Hive blockchain: https://peakd.com/hive-128780/@mes/problems-plus-example-4-mathematical-induction

10.04.2021 21:07
0