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GATE 2024: Data Structure and Programming Quiz-2
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Question 1
Assume a matrix is stored in a linear in row major order. Base address of A is 0 and each element takes 1 word. Find the location of A[–2] [50].
Question 2
Consider the following statements on Array :
S1 : Array is static in nature whose size needs to be declared first.
S2 : Increasing the size of array takes O(n) time.
Now choose the correct option :
S1 : Array is static in nature whose size needs to be declared first.
S2 : Increasing the size of array takes O(n) time.
Now choose the correct option :
Question 3
Consider a two dimensional array A[1…10][3…8] that is column index ranges from 3 to 8 and row index ranges from 1 to 10. Now suppose element are arranged in column major order. If Base address of A is 1000 then address of element A[5][7] will be __.(Assume size of each element is 1)
Question 4
Consider the below given code :
void XYZ(int a[R][C])
{
for (int j = 0; j < C; j++)
{
for (int i = 0; i < R/2; i++)
swap(a[i][j], a[R- i - 1][j]);
}
}
A 2D array is passed as parameter to the above function XYZ. The operation done by the function XYZ on the array is :
void XYZ(int a[R][C])
{
for (int j = 0; j < C; j++)
{
for (int i = 0; i < R/2; i++)
swap(a[i][j], a[R- i - 1][j]);
}
}
A 2D array is passed as parameter to the above function XYZ. The operation done by the function XYZ on the array is :
Question 5
Assume that an upper triangular matrix A [0... 99, 0 ...99] is stored in a linear array C of size 5050 with row major order. If A[0, 0] is stored in C[0], find the index of C where A[70, 90] is stored in it.
Question 6
Consider a lower triangular matrix which is stored in form of an array in the system. The lower triangular array is as follows :
A[25…..85 , 25…..85]
The Base address starts from 1000 and size of each element in the array is 10 . If this lower triangular matrix is stored in row major order then the location of element a[60][55] in the stored array is ____________.
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