6. If the Marginal Cost for a product is found to be MC : as MR = 1200 and the cost of 8 units is found to be $1600, what are: = 8x + 60, and the Marginal Revenue is given fonten a. the Total Costs? 734+んこ16の > TCB)こ48Ho 8+h -736 1るレ TC =S(8x+6oldx TU8)=1600 TC=4x460x1864 09にH809+,3«b 24,2 t60 x tK 4.64+480 tk =1600 256-460 +ル=lbw b. the Fixed Costs? Firce cst=%864 nothing con change He unhre even wim h chose in s MAh My ths a Evee Cost Furetion c. the Total Profit? イQSmeda IProfit- Fr-TC 200x+K-(4,24bostEL4) TR-S200

Micro Economics For Today
10th Edition
ISBN:9781337613064
Author:Tucker, Irvin B.
Publisher:Tucker, Irvin B.
Chapter7: Proudction Costs
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Need help with problems d and e, heres my work, need to know where to go from there
0. If the Marginal Cost for a product is found to be MC = 8x + 60, and the Marginal Revenue is given
as MR = 1200 and the cost of 8 units is found to be $1600, what are:
fonten
a. the Total Costs?
TC =S(8x+60)dx
736th=1600
-736_
-13レ
TC):4.8H60.8th
れンや64
24,2 +60 x the
TC=4x460x1864
4.64+460 te =1600
256 +460 tk=lbw>
Fisce cat = $864)
b. the Fixed Costs?
nothing con change the unhre
even wim thh chase inx
MAh ny thys a Eivee cost
Cらり
c. the Total Profit?
Furctier
TR=SMR da
/Pofit- Fr-TC
TR-S1200da
200x+K-(4,246bortEL4)
TR-Sz00Kte 10 -42-6ox -864
d. the production level, x, that yields Maximum Profit?
Jalve
e. the corresponding Maximum Profit?
Transcribed Image Text:0. If the Marginal Cost for a product is found to be MC = 8x + 60, and the Marginal Revenue is given as MR = 1200 and the cost of 8 units is found to be $1600, what are: fonten a. the Total Costs? TC =S(8x+60)dx 736th=1600 -736_ -13レ TC):4.8H60.8th れンや64 24,2 +60 x the TC=4x460x1864 4.64+460 te =1600 256 +460 tk=lbw> Fisce cat = $864) b. the Fixed Costs? nothing con change the unhre even wim thh chase inx MAh ny thys a Eivee cost Cらり c. the Total Profit? Furctier TR=SMR da /Pofit- Fr-TC TR-S1200da 200x+K-(4,246bortEL4) TR-Sz00Kte 10 -42-6ox -864 d. the production level, x, that yields Maximum Profit? Jalve e. the corresponding Maximum Profit?
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