Derivatives/Calculus http://gyazo.com/1914cb3cba2ce52f28eb3cf71b2befff
total selling price is just x times p you can understand why ?
then just Profit = selling price - cost price...
I don't understand why x*p is total selling price?
cost of selling 1 suit = p cost of selling 'x' suit = xp selling price = revenue function R(x)
so just -0.5x^2+180x?
yep
so then it's (0.5x^2+180x)-(4000-0.25x^2) for P(x)
-0.5x^2 (-0.5x^2+180x)-(4000+0.25x^2) for P(x)
So then x suits would be setting the deriv of P(x) to zero
whatever you get for 'x' after setting P'(x) = 0 will go in \(\square \: suits\)
yes, you said correct
So I got 20.4, so it's 20 suits?
i am getting x= 120 exactly
you did this, right ? (-0.5x^2+180x)-(4000+0.25x^2) = P(x) ?
check for signs
Okay now I got 120 ;P Idk what I did wrong. So maximum profit =180-0.5*120
no
no wait that's price.
yes
0.75x^2+180x-4000 input 120 for x
to get max profit put x=120 in (-0.5x^2+180x)-(4000+0.25x^2) = P(x)
check for signs
got 6800 (sorry)
Then for PPU it'd be 56.67?
6800 correct PPU = p only right ?
p = 180 -x/2 , isn't it ? = 180-60 =120
OOh right sorry I wasn't calculating in cost, only revenue
So that's it?:O
yes, you answered all questions there...
Looked a lot harder.
So A. 0.006x^3+0.07x^2+18x+700 when x=25 B. (0.006(26)^3+0.07(26)^2+18(26)+700)-(0.006(25)^3+0.07(25)^2+18(25)+700)/26-25
C. C'(x) when x=25 D. C'(x) when x=27 - C'(x) when x=25 E. 0.006x^3+0.07x^2+18x+700 when x=27?
yeah, i think those are correct.. not sure about B though ....
Essentially it's just (0.006(26)^3+0.07(26)^2+18(26)+700)-(0.006(25)^3+0.07(25)^2+18(25)+700)
okk, if your are confident :)
The 26-25 idk, that's how I learned it. It'll always equal 1
Okay @hartnn if you were told "Round to the nearest cent" what would you put if your answer was 1353.1356
nearest cent means 2 decimal places 1353.14
Okay... I got it marked wrong and I put that, it said it was 1353.00 lol :(
lol, thats not rounded to nearest cent!
1353.14 must be correct, stupid software :P
Well im sure my teacher wants me to fail ;P
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