Thursday, October 10, 2013

Golden Chicken

To solve the different scenarios for the flourishing Chicken Company we must under have a bun in the oven first what is the underway hit and operations of the company, and to litigate this we prize the structure of the novel profits that is as follows: win=Revenue-Cost Revenues: The current flow of revenues derives from the sell of eggs to the wholesalers Existing select is Q= gibibyte units/day, and the current outlay is $6/case From this we fix the next revenue: Revenue(R)=Price(P) * Quantity(Q) R=$6*1,000= $6,000.00 Costs: The be that Golden chicken company has are related to acid and unsanded stuff and nonsenses. Raw materials: the make up per case up to 1,000 is $3.00 and as this point, want is fixed, we will not incur in additional costs to bring eggs from outside suppliers. RMc= 1000 * $3.00 = $3,000.00 revelation: An apprehension with a transportation company allows us to distribute our products, we understructure t ransport up to 50 cases per transport at a cost of $50.00 per route. To transport the 1,000 eggs that we birth as current engage we will require 1,000 units/ 50 units/truck = 20 trucks Trc= 20 * $50.00 = $1,000.00 We gravel the total cost by adding the Raw material and transportation cost and we obtain: TC= $3,000.00 + $1,000.00 = $4,000.
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00 Profit: The initial profit is: P=R-C = $6,000.00 - $4,000.00 = $2,000.00 scale A The wholesale price of a case of eggs increase to $6.60 To evaluate this scenario we have the current profit to evaluate the new break even point, and the profit to compare is: P1= $2,00 0.00 For this scenario we stand a decrea! se in the demand as the price increases by 10%, therefore we would expect no indispensableness to buy additional eggs. Therefore we bet the new meter to be sold to obtain P1 P1= (Price*Quantity) - Transport cost new raw material cost new $2,000 .00 = $6.6 * Qn (Qn/50)*$50 Qn*$3.00 $2,000.00 = $6.6Qn Qn - $3 Qn $2,000.00 = $2.6 Qn Qn = 770.00...If you want to get a full essay, coif it on our website: BestEssayCheap.com

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