Mathematics 2 Ara 10. Deneme Sınavı

Toplam 20 Soru
PAYLAŞ:

1.Soru

Solve the following ODE (ordinary differential equation)



2.Soru

The present population of a city is 800.000 and its population grows at a rate proportional to the present population, increases by 10% in 5 years. What will be the population after 12 years?


987.800

995.800

1.010.500

1.016.800

1.116.500


3.Soru

Records indicate  that

months after the beginning of the year, the price of local milk  in market was  

What  was the average price of local  milk during the first   4 months  of the year?



4.Soru

The Lorenz curve for the distribution of income in a certain country in 1986  is given in Figure. What is the Gini index for this mode?



5.Soru

Which of the following is the value of the integral


-1

1

0

2


6.Soru

Find the following integral



7.Soru

Find the following integral



8.Soru

what is the value of the composition 


-12

-4

0

12

18


9.Soru

Which of the following functions is the antiderivative of 



10.Soru

What is the value of


-1

0

1


11.Soru

A White goods company produces refrigerators at a number of 

units with a marginal cost

If it costs 11200 to produce 10 units of refrigerators, what is the fixed cost?


10170

10230

10280

11200

11230


12.Soru

A type of toy is supplied according to the rule

and

units of this toy are sold at a price of 79 TL. What is the produces surplus?


200

250

300

350

400


13.Soru

The demand curve of a certain product is given by What is the consumer surplus when 16 units of this consume are sold?


72

80

88

96

104


14.Soru

Evaluate the indefinite integral 


lnxln(lnx)+c


15.Soru

Find the general solution of 



16.Soru

Marginal revenue that is obtained from the sale of a product

is given by

If the fixed cost is 326 TL, how many units of

is sold to gain 750 TL?


5

8

10

15

18


17.Soru

What is the solution of the initial value problem



18.Soru

What is the area under the graph of 

on the interval



19.Soru

Find the general solution  of 



20.Soru

Solve the following ODE (ordinary differential equation)