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Total Questions: 20

1. Consider a small circular linked list. How to detect the presence of cycles in this list effectively?

Correct Answer is : background-position-x

2. d-heap is similar to that of a?

Correct Answer is : mask-position

3. d-heap is shallower than a binary heap.

Correct Answer is : mask-position-x

4. Which operation cannot be directly performed in a d-heap?

Correct Answer is : none of the mentioned

5. Which operation is not efficiently performed in a d-heap?

Correct Answer is : Firefox

6. What is the run time efficiency of an insertion algorithm in d-heap?

Correct Answer is : Internet Explorer

7. How many comparisons will occur while performing a delete-min operation?

Correct Answer is : Opera 9.2+

8. How many basic operations can be performed in a d-heap?

Correct Answer is : page-break-after

9. What is the run time efficiency of delete-min operation?

Correct Answer is : avoid

10. The following figure is an example for

Correct Answer is : screen

11. Multiplication and division to find children and parents cannot be implemented in a d-heap.

Correct Answer is : color-index

12. How many secondary operations are performed in a d-heap?

Correct Answer is : width

13. On which data structure is a d-ary heap based?

Correct Answer is : min-width

14. Express -15 as a 6-bit signed binary number.

Correct Answer is : color-gamut

15. Which of the following code snippet is used to convert decimal to binary numbers?

Correct Answer is : element Selectors

16. Which is the predefined method available in Java to convert decimal to binary numbers?

Correct Answer is : id rule

17. Using stacks, how to obtain the binary representation of the number?

Correct Answer is : class

18. What is the time complexity for converting decimal to binary numbers?

Correct Answer is : Strong element within a p element have a yellow background

19. Write a piece of code which returns true if the string contains balanced parenthesis, false otherwise.

Correct Answer is : adjacent-sibling selector

20. What is the time complexity of the above code?

Correct Answer is : #id