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All right so here is the downfall
I don’t even have what we

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came to yesterday um so let’s see
what did we come across

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yesterday what were we approximating
around negative 3 negative 2 what

4
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were we doing.

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Negative 2

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Negative 2 ish is where we started.
What was the let me just

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refresh my own memory here

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You have like the pattern of
the line going down

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But you would have to be careful
because I don’t know what that

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pattern might do. Yea but just nevermind.
But you started to see a

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pattern yes, which is good, ok so
we've got this is one of the

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functions, that's your curve function,
this is our linear function there

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we were in charge of estimating the
sums so again the name of the game

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is to think like a graphing calculator
simply taking baby steps for

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x values and just go from the seams,
what is one x value at that

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what is the other functions value?
At that point and then what is their

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sum and you do fairy dust and you move
on another baby step so you guys

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were telling me that we started around
the x value of negative 2 Greg

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what do you estimate the sum to be
negative 2. You have six

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Around six let's just do this it helps
me cause I am bad at lining it

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up on negative 2 Greg we estimated at
around six we took baby steps to

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about where? Oh that's right it was
about the next, yea cause Jamie Lynn

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said what about the next line and
it is, bless you, so at about

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1.8 what do we estimate the function
value to be at Samantha?

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Around 4. Around 4? Is that right class?
I have point 5

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Samantha? well Let's do a quick
estimation again what's the equation

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here at negative one point eight
approximately, you guys see it?

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Where's it at? Just at 5. It is
just at five? This is what a little

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less than two and this one is about three,
so about 5, ok about 5.