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  LiveWire / Teen Forums / School & Homework Connection / Viewing Topic

I need help (maths)
Replies: 4Last Post Dec. 1, 2008 10:53am by Faoiseamh
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( Anonymous )

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A grocery store sells about 36 packs of bubble gum per day at a price of $0.45 each.  For each $0.05 increase in price, the store expects to sell two less packs per day.

Write a quadratic function in standard form that models the revenue from bubble gum sales.  

I know a quadratic function is f(x)=ax^2+bx+c but I'm not sure how to even fit it into the formula.

Help, please?  It's the only problem left.


5:23 pm on Nov. 30, 2008
famous 187

Dairy Product Addict
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shit i dont know im doing math myself lol

ill try to find this site that you can type it in and it'll give you the answer

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5:24 pm on Nov. 30, 2008 | Joined Nov. 2008 | 39 Days Active
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PVHSco08


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i'll pass.


math=death.

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5:25 pm on Nov. 30, 2008 | Joined Jan. 2006 | 211 Days Active
Join to learn more about PVHSco08 Alabama, United States | Straight Female | 1670 Posts | 3982 Points
onlyAman


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it would look something like....

f(x)= 36^2+.05x+.45

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5:29 pm on Nov. 30, 2008 | Joined Mar. 2008 | 127 Days Active
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Faoiseamh


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There's a way to do this: The shop's income is the price multiplied by the amount of packs sold. First we need to find a term for the price: we'll use x for this, nothing complicated so far. The function for the price is f(x):x

Next we need the function for the amount of packs sold. This is going to be a straight line, because the rate of change is constant (2 packs per 5c). We know that a point on this line is (0.45, 36). Since the amount of packs goes down by 2 per 5c increase, we know that the slope is -2/0.05, which is -40. Now, we get the equation of the line by using the equation y=-40x+c. Put in the values for x and y, and you get 36=-40(0.45)+c, which will eventually work out to c=54.

The function for packs sold is y=54-40x.

Now, we multiply our packs sold by our price to get this new equation:

x(54-40x)

f(x): 54x-40x^2

I hope that makes sense. If it doesn't, message me and I'll clear it up.

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10:53 am on Dec. 1, 2008 | Joined Oct. 2007 | 141 Days Active
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