An effective and efficient way to provide computing resources and services to clients on their demand, cloud computing is one the most popular field. From cloud service providers' perspective, profit is the most important consideration along with use
Organisasi Profit Dan Non Profit penting
petro
profit
this is material is useful for to crack problems on profit, loss and discount
Cost-volume-profit analysis: • Is a type of cost accounting and one of the major, widely used tools of financial analysis to help managers make short term decisions. • is based upon determ…Full description
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The Circle of Profit is the business system that allows anyone in the world to quickly build a profitable business empire right from their laptop. You can generate millions of dollars simp…Descrição completa
MATH
profit n npo
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spsFull description
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Aplicatii- Impozitul Pe ProfitFull description
Relationship between Cost Volume Profit.
Stock MarketFull description
Proft-Maximization Putting Activity Decisions Together Together Separate output decisions decisions from input decisions decisions optimal output quantity by assuming production function and xing prices of inputs (wage) Proft-maximizing output levels determined levels determined by nding output such that MR = MC o MR xed at (competiti!e assumption) o MR xed less than (other mar"et structures) Marginal Cost Cur!e deri!ed by production function and xed xed input price
#hen $ examin examin optimal %&'# %&'# decision o ix price of output and and get Marginal Re!enue roduct (multiplying Marginal hysical roduct of !ariable by price of output) sometimes by MR if MR rice acti!ity le!el of rm (using inputs* producing outputs) analy+ed in , separate ways “convetional” treatment = treatment = articial o when output rate determined* rate of input use is determined too chapter -. /arian (combines decisions in - analytic structure0000 Economic Proft prot is modeled as function of input 1 ou tput prices inputs2 3 = - $ m to ma"e product output2 i = - $ n • •
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output le!els (rates) 2 y - $ yn input le!els (rates)2 x - $ xm product prices (output)2 p-$pn input prices2 w-$w m
Competitive irm takes all takes all output1input prices as gi!en constants economic proft generated generated by production plan (x-$x m* y-$yn)2
! " p#y# $ % $ p nyn & '#x# - % 'mxm Economic Proft suppose rms stream of periodic economic prots 2 4o* 4-*4, $ / of rm5s economic prot stream P( " )* $ )#+,# $ r $ ).+,# $ r/. $ % o Competiti!e rm maximi+e its / of prot
r = rate of interest interest
rm Short6Run2 x. " 0x. o o production function2 y " 1,x#20x. o xed cost2 C " '.0x. prot function2 ) " py & '#x# & '.0x. o 3hort-4un 5so-Proft 6ines 74 iso-proft line 2 line 2 all production plans that yield prot le!el 74
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of
3hort-4un Proft-Maximization problem2 locate production plan that attain highest possible iso6prot possible iso6prot line gi!en constraint on choices of plans ( constraint " pro7uction 1unction o •
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Marginal revenue pro7uct o1 input #8 p x MP# Rate at which re!enue increased with the amount used in input o p x MP# 9 '# p x MP# : '#
rot increased with x prot decreased with x-
Comparative 3tatics o1 34 Proft-Max 8hat happens to SR rot6Max production plan as output price 9p5 changes: %ncreased in output price* no change in input price increased protability* will induce rm o to produce more •
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isoprot line increase in p causes8 reduction in slope o o reduction in vertical intercept increase in rms output le!el o (supply cur!e slopes up) increase in le!el of rms !ariable input o (demand cur!e shifts out)
what happens to SR rot6Max production plan as !ariable input price '# changes: %ncrease in input 7* no change in output price decrease protability* induce rm to produce o less
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increase in '# causes8 increase in slope o no change in !ertical intercept o o decrease in rms output le!el (supply cur!e shifts inward) decrease in le!el of rms !ariable input o (demand cur!e slopes down)
