Grades  
    
  
  
  
  Second test:   
    
   test.2.solution 
    
    test.1+2.scores  
  
  
  
  
 Sample exercises for the first test (24.okt.22,14.00):
   FirstTestSamples  
  
  
  
  First test:   
   test.1 
    
   test.1.solution 
    
    test.1.scores 
  
  
  
  
  
  
 
  
 
  
 
Homework set 1:    
 Homework set 1. pdf file     
 All files: pdf,ods,xlsx,pdf speadsheet export 
  
Homework set 2:    
 Homework set 2. pdf file     
 All files: pdf,ods,xlsx,pdf speadsheet export 
  
Homework set 3:    
 Homework set 3. pdf file     
 
 
  
Last year's course:
 
 
Exam.22.dec.15.18-20. to be posted at 18pm 
  
 
Magyar ZH1 okt.24 
  
  
Sample test 1. 
  
  
  
Last year's course:
Lectures:
1. week: s. chapter 10 
   
 
Exercises for the first quiz 
 
 
First quiz   
solution     
 
Exercises for the second quiz 
 
Second quiz   
solution     
 
 
 
Exercises for the first test 
 
 
A few worked out problems:     
 A     
 B (ignore Ex.5-14.)  
 +sol.     
 some ex. in hun.     
 
 
Readings: s: 16-46, 51-56, 70-100, 199-236.
 
 Test 1.     
 solution  
  
  
      
Exercises for the third quiz 
 
 
Readings: r: 305-338, 461-470.
 
Third quiz   
solution     
  
    
      
Exercises for the fourth quiz (only ex.8-17.)  
 
  Readings: 
Probability and events   
 
Fourth quiz   
solution     
scores  
  
   
Exercises and solved problems for the second test:  
 
Quiz 3,4. 
 
 ex.: Calc. 1-5,7; Prob.th. 1-12,15-17.  
 sol. of selected ex.  
  
I.   
II. (only ex. 3-5, 7-12.)  
 
Probability exercises from  statlect  :
  P(A|B)  
 Bayes  
 ind.  
E[X]   
Var[X]   
 
Sample test 2.   
 
 Test 2.     
 solution     
 
 
 make-up test 1.   
 sol.     
 make-up test 2.    
 sol.     
 
scores, grades  
    
 
 
 
 
         
Recommended literature: 
  
s: Carl P. Simon, Lawrence E. Blume - Mathematics for Economists,
  
r: Mike Rosser - Basic Mathematics for Economists.
  
libgen.org search results. 
  
  
Last year's course:
 
 
 
 
 
 
 
Last year's course:
    
  
 
 
   
Recommended literature: 
  
Carl P. Simon, Lawrence E. Blume - Mathematics for Economists,
  
Mike Rosser - Basic Mathematics for Economists.
  
libgen.org search results.