i am online school :( , yes i can figure stuff out from the first two, can you please go over the last one?

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- Jun 13th 2011, 01:05 AMbuddah
i am online school :( , yes i can figure stuff out from the first two, can you please go over the last one?

- Jun 13th 2011, 01:11 AMjgv115
Ok so you've figured out that a factor with power 1 (x+1) for example will cut the x axis.

A factor with power 2 (x+1)^2 for example will touch the x axis and turn back (otherwise known as a turning point)

So therefore a factor with power 3 (x+1)^3 for example will have a point of inflection on the x axis.

Now that I've told you this. Please experiment with this concept to get a good grasp on it. Go graph some graphs that have all these different types of factors

for example:

$\displaystyle y=(x+1)(x+2)^2(x+3)^3 $

You will find that the graph will cut at -1, touch and turn at -2 and have a point of inflection at -3. Please try it yourself - Jun 13th 2011, 01:15 AMbuddah
Wooww, thanks so much i actually get it, going over everything and graphing a couple i now understan , thanks alot!

God bless you - Jun 13th 2011, 01:17 AMjgv115
(Yes)