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we know that your function has to be a polynomial of degree 2 from your drawing we see that x=6 and x=-6 are two zeroes of the requested polynomial
Oh! So would it be -1(x+6)(x-6) ??
the simpler polynomial which satisfies those requisites is: \[y = \left( {x - 6} \right)\left( {x + 6} \right)\] even if, we have to check if my function contains the point (0,36) does my function pass at point (0,36)?
yes! that's right!
Ok so then I got -x^2+36?
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correct!
There is a 2nd part to this question, I'm not getting
I know, I'm lost too:)
you have to create a table for a straight line like this one: |dw:1438706644480:dw|
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