A computer store sells approximately 300 of its most popular model per year. The manager would like to minimize her annual inventory cost by ordering the optimal numbers of computers, x, at regular intervals. If she orders x computers in each shipment, the cost of storage willl be 6x dollers, and the cost of reording will be 300/x (15x+10) dollers. The inventory cost is the sum of the storage cost and the reording cost. use the distributive law to simplfy the expression for the rerding cost. Then express the inventory cost C as a function of x

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A computer store sells approximately 300 of its most popular model per year. The manager would like to minimize her annual inventory cost by ordering the optimal numbers of computers, x, at regular intervals. If she orders x computers in each shipment, the cost of storage willl be 6x dollers, and the cost of reording will be 300/x (15x+10) dollers. The inventory cost is the sum of the storage cost and the reording cost. use the distributive law to simplfy the expression for the rerding cost. Then express the inventory cost C as a function of x

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hi dumbcow
hi
do any of u guys underand this question

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Other answers:

working on it give me a minute
is x(x+15) all on denominator or just the x ?
the simplified version of ur question is 30x^3 + 20x^2 = 300 correct me if am wrong
is the cost of reording: ???
\[{ 300 \over x} (15x+10)\]
yes math mind got it rightd
isn't it equal to 6? [300/x(15x + 10) = 6\]
6x that is
\[C = \frac{6(x ^{2}+50x+750)}{x}\]
Then express the inventory cost C as a function of x:\[C(x) = 6x+{300 \over x}(15x+10) = 6x+{3000 \over x} + 45000\] is that right?
oh
wow i misread the question, i am wrong sorry time for me to leave...haha
haha. it happens .
yes math mind got it right
so it says complete this of valuses for the inventory cost for various reorder size so if x is 10 what isC how would i set that up can u show me
all yu do i plug 10 for x: \[C(10)=6(10)+{3000 \over 10}+45000 = ?\]
\[C=\frac{6(x^2+750x+500)}{x} \]
ok i got it
thanks
How many computers should the manager order in each shipment so as to minimize the inventury cost
optimal number of computers to minimize cost is 10sqrt(5)
took derivative of C and set equal to zero and solve for x
what formula are yu using cow?
math mind what do u think
use the quotient rule since it's a fraction
How many computers should the manager order in each shipment so as to minimize the inventury cost
well does anyone know
sorry.. tv distracted me haha.. i got the same thing as cow 10sqrt{5}
which is 22.36 computers
ok thanks and how many orders will she make during the year?
does anyone know this
if the stores sell aprox. 300 a year and it orders 22.36 a shipment: 300/22.36 = 13.41 i think that's the answer
ok thanks
graph this equation and estimate the possible values for can u do that I graphed it and tried various nubers but it is not ight
can u try
like if u have a graphing calculator
oh sorry, that i can't do :/
ok
its okay
do u know a website tgraph it for me
do u know any website that will graph it for me
ok thanks

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