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匈牙利大学本科申请入学考试(数学部分)德布勒森大学
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University  of  Debrecen Entrance  Examination   K52
.
 

Surname:  ......................................  Given Name: .......................................

 
Birth date:  ...................................  High School Graduation Year:   ............
 
Program applied for: .......................................................
 
1. How many percentage of 400 is 80?
 
Answer: .............................................
 
2. Compute the average of the numbers 1, 8, 5, 9, 3.
 
Answer: .............................................
 
3. Write the decimal form of the number 1.32 · 104?
Answer: .............................................
 
4. What is the value of 2 − 4 ?
Answer: .............................................
 
5. What is the value  of 23 + 32?
 
Answer: .............................................
 
6. Let A = {1, 3, 4, 5, 6, 7, 8} and B = {1, 3, 5, 9}. How many elements has (A B) \ (A ∩ B)?
Answer: .............................................
 
7. What are the solutions of the equation x2 − 25 = 0?
Answer: .............................................
 
8. Solve the following system of equations!
2x + 3y =  −2
x + 2y =  −2
 
 

 
Answer: .............................................
 
9. Determine the maximal domains of the functions f (x) = 1 
x5

and g(x) = √8 − 2x?

 
Answer: .............................................

10. What are the values of sin .π Σ and cos .− π Σ?
 
Answer: .............................................
 
11. How long is the diagonal of a rectangle with sides 8 and 6.
 
Answer: .............................................
 
12. How many diagonals has a convex 7-polygon?
 
Answer: .............................................
 
13. What are the coordinates of centre of the circle given by the equation x2 − 4x + y2 + 4y = 0?
Answer: .............................................
 
14. What is the solution of the logarithmic equation log3(x − 2) = 1 ?
Answer: .............................................
 
15. What is the equation of the line passing through the points (0, −1) and (2, 3)?
Answer: .............................................
 
16. What is the area of the triangle determined by A = (1, 4), B = (0, 2), C = (3, 0)?
 
Answer: .............................................
17. What is the period of the function 
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