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January 10th, 2018, 01:12 PM   #1
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A 15 year old's math assignment has me stumped... any help?

Hi All

my kid wants my help here, but I am stumped too.
The function(pl. see image) given has p & q as variables.

- the graph has the horizontal asymptote line y = -3
-the graph intersects at (-1,5)

find P and q.

Thanks in advance !
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January 10th, 2018, 01:31 PM   #2
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$p$ and $q$ are unknown constants ... $x$ and $f(x)$ are the variables

$f(x) = \dfrac{p}{2x+1} - q$

Quote:
- the graph has the horizontal asymptote line y = -3
$\displaystyle \lim_{x \to \infty} f(x) = -3 \implies q=3$ (why?)

Quote:
- the graph intersects at (-1,5)
$5 = \dfrac{p}{2(-1)+1} - 3$

... solve for $p$
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January 10th, 2018, 01:59 PM   #3
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You posed this to me: q=3 (why?)

I wish I could tell you why ...but I am too out of touch here. I have passed it on to the kid and I hope he can find the why himself (after all, you have completely solved it all, & p =-8).

* note: as I wrote, he showed me the why on his graph machine . the graph will otherwise be a +ve graph never touching 3. I think he got it ...and that's what counts. It was Fun! Thank You!

Last edited by skipjack; January 10th, 2018 at 04:42 PM.
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January 10th, 2018, 04:46 PM   #4
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A graph machine?
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January 11th, 2018, 02:29 AM   #5
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I know..that sounded prehistoric
it's his Casio Fx-9860GII
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Last edited by hello_math; January 11th, 2018 at 02:33 AM.
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