Mathematıcs II (ENG)
Deneme Sınavı Soruları
- 20 soru
- Cevap anahtarı açık: çöz, sonucunu gör
- 1
Evaluate the definite integral of the function

on the interval

using the partition

- 2
Consider the following ODE subject to an initial condition

subject to an initial condition y(1)=5, C=?
- 3
Which of the following is the general solution of the ODE

- 4

- 5

- 6
A unit change in the production cost of a item produce at a number of x units is given by C' (x) = 10x + 2000. If the number of items to be produce increases from 10 to 20, find the increase in the total cost
- 7
Consider the following ODE subject to an initial condition

- 8
If the marjinal revenue for selling units of a product is defined by

what is the total revenue if the sale increases from 5 units to 10 units?
- 9

- 10
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?
- 11

- 12
Which of the following functions is the antiderivative of

- 13

- 14
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?

- 15
Which of the following is a solution of the initial value problem
y(0)=-2? - 16
Given that
which of the following is f-1(x)? - 17
What is the solution of the differential equation
? - 18
What is the solution of the initial value problem
? - 19
Evaluate the integral

- 20
What is the solution to the integral
