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2. :

) VC FC;

) FC + VC + MC;

) FC + VC;

) (FC +VC): Q.

3. :

) ∆TC/Q;

) ∆VC/Q;

) ∆FC/Q;

) ∆TC/ ∆Q.

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1 2 3 4 5 6 7

(. .) 5 10 18 28 40 54 77

 

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Q 1 2 3 4 5 6 7

VC 5 10 18 28 40 54 77

FC 20 20 20 20 20 20 20

TC = FC + VC 25 30 38 48 60 74 97

ATC = TC: Q 25 15 12,66 12 12 12,33 13,85

FC = FC: Q 20 10 6,66 5 4 3,33 2,85

AVC = VC: Q 5 5 6 7 8 9 11

= ∆ TC: ∆ Q - 5 8 10 12 14 23

 

2. ,

Q VC T TC C TR R

0 0 150 - - 200 0 -

1 110 260 110 175 175

2 170 320 60 300

3 360 122 135 105

4 250 100 34 480 75

5 445 45 105 525

6 360 510 85 65 90 15

 

1. VC = TC FC

VC3 = 366 150 =210; VC5 = 445 150 = 295

2. TC = FC + VC

TC1 = 150 + 110 = 260; TC4 = 150 + 250 =400

3. ATC = TC: Q

ATC2 = 320: 2 = 160; ATC5 = 445: 5 = 89 114

4. = ∆ TC: ∆ Q

3 = (360 320): 1 = 40

5. TR = Q → = TR: Q

2 = 300: 2 = 150; 4 = 480: 4 = 120

6. TR = зQ

TR1 = 175 1 = 175; TR3 = 135 3 = 405; TR6 = 90 6 = 540

7. R = ∆TR: ∆Q

R2 = (300 175): 1 = 125; R5 = (540 525): 1 = 15

 

Q VC T TC C TR R

0 0 150 - - 200 0 -

1 110 260 260 110 175 175 175

2 170 320 160 60 150 300 125

3 210 360 122 40 135 405 105

4 250 400 100 34 120 480 75

5 295 445 89 45 105 525

6 360 510 85 65 90 540 15

 

3. , ,

.

Q TR TC FC VC ATC AVC

350 1400 90 1,5

 

1. TR = Q => = TR: Q = 1400: 350 = 4 . .

2. AVC = VC: Q => VC = AVC Q = 1,5 350 =525

3. TC = FC + VC = 90 + 525 = 615

4. ATC = TC: Q = 615: 350 = 1,75

 

Q TR TC FC VC ATC AVC

4 350 1400 615 90 525 1.75 1,5

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0 20

1 35

2 50

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1. FC const = 20

2. TC = FC + VC => VC = TC FC

3. FC = FC: Q

4. AVC = VC: Q

5. ATC = TC: Q

6. = ∆ TC: ∆ Q

.

Q TC FC VC AFC AVC ATC MC

0 20 0 0 - - - -

1 35 20 15 20 15 35 15

2 50 20 30 10 15 25 15

3 75 20 55 6,66 18,33 25 25

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