### AMCAT Computer Programming Previous Years Question answers with Solutions 2

**best price GraphiSoft ArchiCAD 19 Ques31. Shalini wants to program to print the largest number out of three inputted**

**http://delamerelogs.co.uk/?en=Video-Copilot-Pro-Shaders-Pack-best-price numbers. She writes the following program:**

**where can i buy Autodesk Building Design Suite Premium 2015 int number1, number 2, number3, temp;**

**buy cheap Graphisoft ArchiCAD 12 input number1, number2, number3;**

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**follow site temp = number1**

**Cheap Price Microsoft Office Standard 2016 temp = number2**

**download AAA Logo 2010 Business Edition 3 if (??) // Statement 1**

**temp = number3**

**end if**

**print temp**

**Fill in the ?? in Statement 1**

Op 1: number3 > number2

Op 2: number3 > temp

Op 3: number3 < temp

Op 4: number3 > number1

Op 5:

Correct Op : 2

**Ques32. Rohit writes the following program which inputs a number and prints “Double**

**digit” if the number is composed of two digits and “Not a double digit” if it is not.**

**int number;**

**if (number>10 AND number < 100)**

**print “Double digit”**

**else**

**print “Not a double digit”**

**end if**

**Rohit tries the following inputs: 5 and 66. The program works fine. He asks his**

**brother Ravi to try the program. When Ravi enters a number, the program doesn’t**

**work correctly. What did Ravi enter?**

Op 1: 8

Op 2: 100

Op 3: 99

Op 4: 10

Op 5:

Correct Op : 4

**Ques33. Rohan writes the following program which inputs a number and prints “Triple**

**digit” if the number is composed of three digits and “Not triple digit” if it is not.**

**int number;**

**if (number>99)**

**print “Triple digit”**

**else**

**print “Not triple digit”**

**end if**

**Rohan tries the following inputs: 25 and 566. The program works fine. He asks his**

**brother Ravi to try the program. When Ravi enters a number, the program doesn’t**

**work correctly. What did Ravi enter?**

Op 1: 99

Op 2: 100

Op 3: 0

Op 4: 1000

Op 5:

Correct Op : 4

**Ques34. Abhinav wants to find the largest number in a given list of 20 numbers. Which**

**of the following is an efficient approach to do this?**

Op 1: Use bubble sort to sort the list in descending order and then print the first

number of the series.

Op 2: Use selection sort to sort the list in descending order and then print the first

number of the series.

Op 3: Implement one iteration of selection sort for descending order and print the

first number in the series.

Op 4: None of these

Op 5:

Correct Op : 3

**Ques35. Lavanya wants to find the smallest number out of 26 inputted numbers. How**

**many minimum comparisons he has to make?**

Op 1: 25

Op 2: 13

Op 3: 26

Op 4: 52

Op 5:

Correct Op : 1

**Ques36. A company offers commission for selling it products to its salesperson. The**

**commission rate is Rs. 5 per product. However if the salesperson sells more than 200**

**items, he gets a commission of Rs. 10 on all items he sold after the first 200. Kanu**

**writes a program to calculate the commission for the salesperson:**

**integer numberProducts, commission**

**input numberProducts**

**if ( numberProducts > 200 )**

**— MISSING STATEMENT —**

**else**

**commission = numberProducts * 5**

**end if**

**print commission**

**Fill in the missing statement.**

Op 1: commission = (numberProducts – 200) * 10

Op 2: commission = 200 * 5 + (numberProducts – 200) * 10

Op 3: commission = numberProducts * 10

Op 4: None of these

Op 5:

Correct Op : 2

**Ques37. Vikram wants to write a program which checks whether the inputted number**

**is divisible by any of the first 6 natural numbers (excluding 1). He writes the following**

**efficient code for it.**

**int number, n = 2, isdivisible=0**

**input number**

**while ( n <=6) // Statement 1**

**{**

**if ( remainder (number, n) == 0)**

**isdivisible = 1**

**end**

**n = n+1 // Statement 2**

**}**

**if (isdivisible equals 1)**

**print “It is divisible”**

**else**

**print “It is not divisible”**

**end**

**Vikram takes the program to Hari. Hari tells Vikram that though the code is correct, it**

**can be made more efficient. Hari modifies a single statement and makes the code**

**more efficient. Which statement does he modify and how?**

Op 1: Statement 1 is changed to:

while (n <=6 AND isdivisible=0)

Op 2: Statement 1 is changed to:

while (n <=6 OR isdivisible=0)

Op 3: Statement 1 is changed to:

while (isdivisible=0)

Op 4: Statement 2 is changed to:

n = n + 2

Op 5:

Correct Op : 1

**Ques38. Rajiv wants to make a program which inputs two numbers: a and b (a>b)**

**and computes the number of terms between a and b (including a and b). What will**

**be code statement to do this:**

Op 1: a – b

Op 2: a – b + 1

Op 3: a + b

Op 4: a – b – 1

Op 5:

Correct Op : 2

**Ques39. I have a problem to solve which takes as input a number n. The problem has a**

**property that given the solution for (n-1), I can easily solve the problem for n. Which**

**programming technique will I use to solve such a problem?**

Op 1: Iteration

Op 2: Decision-making

Op 3: Object Oriented Programming

Op 4: Recursion

Op 5:

Correct Op : 4

**Ques40. What is the output of the following code statements? The compiler saves the**

**first integer at the memory location 4062. Integer is one byte long.**

**integer a**

**pointer b**

**a = 20**

**b = &a**

**print *b**

Op 1: 4062

Op 2: 4063

Op 3: 20

Op 4: 10

Op 5:

Correct Op : 3

**Ques41. What is the output of the following code statements? The compiler saves the**

**first integer at the memory location 4165 and the rest at consecutive memory spaces**

**in order of declaration. Integer is one byte long.**

**integer a, b**

**pointer c, d**

**a = 30**

**c = &a**

**b = *c**

**a = a + 10**

**print b**

Op 1: 30

Op 2: 4165

Op 3: 40

Op 4: 4166

Op 5:

Correct Op : 1

**Ques42. What is the output of the following code statements? The compiler saves the**

**first integer at the memory location 4165 and the rest at consecutive memory spaces**

**in order of declaration. Integer is one byte long.**

**integer a**

**pointer c, d**

**a = 30**

**c = &a**

**d = c**

**a = a + 10**

**print *c**

Op 1: 30

Op 2: 4165

Op 3: 40

Op 4: 4166

Op 5:

Correct Op : 3

**Ques43. What is space complexity of a program?**

Op 1: Amount of hard-disk space required to store the program

Op 2: Amount of hard-disk space required to compile the program

Op 3: Amount of memory required by the program to run

Op 4: Amount of memory required for the program to compile

Op 5:

Correct Op : 3

**Ques44. The memory space needed by an algorithm has a fixed part independent of**

**the problem instance solved and a variable part which changes according to the**

**problem instance solved. In general, which of these two is of prime concern to an**

**algorithm designer?**

Op 1: Fixed part

Op 2: Variable Part

Op 3: Product of fixed part and variable part

Op 4: None of these

Op 5:

Correct Op : 2

**Ques45. While calculating time complexity of an algorithm, the designer concerns**

**himself/herself primarily with the run time and not the compile time. Why?**

Op 1: Run time is always more than compile time.

Op 2: Compile time is always more than run time.

Op 3: Compile time is a function of run time.

Op 4: A program needs to be compiled once but can be run several times.

Op 5:

Correct Op : 4

**Ques46. Pankaj and Mythili were both asked to write the code to evaluate the**

**following expression:**

**a – b + c/(a-b) + (a-b)2**

**Pankaj writes the following code statements (Code A):**

**print (a-b) + c/(a-b) + (a-b)*(a-b)**

**Mythili writes the following code statements (Code B):**

**d = (a-b)**

**print d + c/d + d*d**

**If the time taken to load a value in a variable, for addition, multiplication or division**

**between two operands is same, which of the following is true?**

Op 1: Code A uses lesser memory and is slower than Code B

Op 2: Code A uses lesser memory and is faster than Code B

Op 3: Code A uses more memory and is faster than Code B

Op 4: Code A uses more memory and is slower than Code B

Op 5:

Correct Op : 1

**Ques47. Vrinda writes an efficient program to sum two square diagonal matrices**

**(matrices with elements only on diagonal). The size of each matrix is nXn. What is the**

**time complexity of Vrinda’s algorithm?**

Op 1: &theta(n^2)

Op 2: &theta(n)

Op 3: &theta(n*log(n))

Op 4: None of these

Op 5:

Correct Op : 2

**Ques48. Tarang writes an efficient program to add two upper triangular 10X10 matrices**

**(elements on diagonal retained). How many total additions will his program make?**

Op 1: 100

Op 2: 55

Op 3: 25

Op 4: 10

Op 5:

Correct Op : 2

**Ques49. Ravi and Rupali are asked to write a program to sum the rows of a 2X2**

**matrices stored in the array A.**

**Ravi writes the following code (Code A):**

**for n = 0 to 1**

**sumRow1[n] = A[n][1] + A[n][2]**

**end**

**Rupali writes the following code (Code B):**

**sumRow1[0] = A[0][1] + A[0][2]**

**sumRow1[1] = A[1][1] + A[1][2]**

**Comment upon these codes (Assume no loop-unrolling done by compiler):**

Op 1: Code A will execute faster than Code B.

Op 2: Code B will execute faster than Code A

Op 3: Code A is logically incorrect.

Op 4: Code B is logically incorrect.

Op 5:

Correct Op : 2

**Ques50. There is an array of size n initialized with 0. Akanksha has to write a code**

**which inserts the value 3k at position 3k in the array, where k=0,1…(till possible).**

**Akanksha writes an efficient code to do so. What is the time complexity of her code?**

Op 1: &theta(n^2)

Op 2: &theta(n)

Op 3: &theta(log3(n))

Op 4: &theta(3n

)

Op 5:

Correct Op : 3

**Ques51. There are two matrices A and B of size nXn. The data in both these matrices**

**resides only at positions where both the indices are a perfect square. Rest all**

**positions have 0 as the data. Manuj has available a third matrix initialized with 0’s at**

**all positions. He writes an efficient code to put the sum of A and B in C. What is the**

**time complexity of Manuj’s program?**

Op 1: &theta(n^2)

Op 2: &theta(n)

Op 3: &theta(n1/2)

Op 4: &theta(log(n))

Op 5:

Correct Op : 2

**Ques52. Ravi has to add an strictly upper triangular (no elements at diagonal) and a**

**strictly lower triangular square matrix (no elements at diagonal) and put the result in**

**a third matrix. What is the time complexity of Ravi’s algorithm? Assume that storing**

**a value in a memory space takes negligible time, while each addition between values**

**takes the dominating amount of time.**

Op 1: &theta(n^2)

Op 2: &theta(n)

Op 3: &theta(1)

Op 4: None of these

Op 5:

Correct Op : 3

**Ques53. We have two 100X3 (rowsXcolumn) matrices containing mid-term exam marks**

**and end-term exam marks of 100 students. Each row refers to a particular student,**

**while columns refer to marks in English, Social Sciences and Maths. The end-term**

**and mid-term marks of each student in each subject have to be added to get his total**

**score in each subject, to be put in a third matrix (100X3). Parinidhi writes a code**

**(Code A), where the outer loop iterates over the rows, while the inner loop iterates**

**over the columns. Shashi writes a code (Code B), where the outer loop iterates over**

**the columns, while the inner loop iterates over rows. Which of the following is true**

**with regard to their code ignoring any caching or memory storage effects?**

Op 1: Code A is faster than Code B

Op 2: Code B is faster than Code A

Op 3: Code A and Code B will run in the same amount of time

Op 4: The comparison between the speed of the codes cannot be made.

Op 5:

Correct Op : 2

**Ques54. A code takes the following code steps (equivalently time unit) to execute:**

**5*n3 + 6*n2 + 1. Which of the following is not true about the time complexity of the**

**program?**

Op 1: It has a time complexity of O(n3

)

Op 2: It has a time complexity of O(n4

)

Op 3: It has a time complexity of O(n2

)

Op 4: It has a time complexity of &theta(n3

)

Op 5:

Correct Op : 3

**Ques55. We have two programs. We know that the first has a time complexity O(n2**

**),**

**while the second has a complexity &omega(n2**

**). For sufficiently large n, which of the**

**following cannot be true?**

Op 1: Both codes have same complexity

Op 2: The first code has higher time complexity than the second

Op 3: The second code has lower time complexity than the first code.

Op 4: Both codes are the same.

Op 5:

Correct Op : 2

**Ques56. The time complexity of code A is &theta(n), while for Code B it is**

**&theta(log(n)). Which of the following is true for sufficiently large n?**

Op 1: Both code have the same time complexity

Op 2: Code A has higher time complexity

Op 3: Code B has higher time complexity

Op 4: No comparison can be made between the time complexity of the two codes.

Op 5:

Correct Op : 2

**Ques57. Rajini is given an efficient code for summing two nXn matrices and putting the**

**result in a third matrix. She is asked to find it’s time complexity. She realizes that the**

**number of iterations required is more than n. What can she claim with regard to the**

**complexity of the code?**

Op 1: It is O(n)

Op 2: It is O(n2

)

Op 3: It is &theta(n)

Op 4: It is &omega(n)

Op 5:

Correct Op : 4

**Ques58. Gautam is given two codes, A and B, to solve a problem, which have**

**complexity &theta(n) and &theta(n2**

**) respectively. His client wants to solve a problem**

**of size k, which Gautam does not know. Which code will Gautam deliver to the client,**

**so that the execution is faster?**

Op 1: Code A

Op 2: Code B

Op 3: Gautam cannot determine

Op 4: Both codes have the same execution time, so deliver any.

Op 5:

Correct Op : 3

**Ques59. Surbhi is given two codes, A and B, to solve a problem, which have complexity**

**O(n3**

**) and &omega(n4**

**) respectively. Her client wants to solve a problem of size k,**

**which is sufficiently large. Which code will Surbhi deliver to the client, so that the**

**execution is faster?**

Op 1: Code A

Op 2: Code B

Op 3: Surbhi cannot determine

Op 4: Both codes have the same execution time, so deliver any.

Op 5:

Correct Op : 1

**Ques60. Vibhu is given two codes, A and B, to solve a problem, which have complexity**

**O(n4**

**) and &omega(n3**

**) respectively. Her client wants to solve a problem of size k,**

**which is sufficiently large. Which code will Gautam deliver to the client, so that the**

**execution is faster?**

Op 1: Code A

Op 2: Code B

Op 3: Vibhu cannot determine

Op 4: Both codes have the same execution time, so deliver any.

Op 5:

Correct Op : 3