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Determine an expression for the cost

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Pi = MC squared + the radius of pathagorean theorum divided by the square root of exponent X
i don't either.

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Other answers:

its correct assuming you buy more than 100 chips, otherwise, no
you can define the cost function with the restricted domains
yes, use a piece-wise function
a piece-wise function
also you should usee p instead of n, as the question asked for that
you'll need to give C no matter what amount is purchased though...
\[[100, \infty)\]
for 0<=p<100 C(P)=200
C(P)=2p rather lol
its a piece-wise function and is linear
I'm wondering if they also want it for under 100. Then you'd have two piecewise functions. c(n)=2n, n≤100 c(n) = 200+1.75(n-100) when n>100
But the first part... would they want that as well?
Oh I see.
Sorry, I didn't read through all the comments...
It's just a line. First, get it in slope-intercept form. c(n) = 200+1.75(n-100) = 200 +1.75n - 175 c(n)=1.75n +25 Your y-intercept is 25. Your slope is 1.75.
Looks good.
just in case, because the problem did not state that they'll aways buy more than 100 chips, the function should look like this:|dw:1333233617956:dw|
@dpaInc That's what I was thinking too. It's better safe than sorry if they don't specify "over 100 chips"
Should be integers I think.
since you can't have half of a chip :-)
for the piece-wise function theres an implied domain of [0, infinity) because you wouldn't purchase negative chips
but you could purchase 0, and as brinethery said, you'd want to restrict it to integers
you could just say all whole numbers

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