CSE - Questions and solutions set-11
Computer science and engineering(CSE) - Question & solution set-11
Question:-
Option (A)
12
Option (B)
2
Option (C)
6
Option (D)
8
Correct Option:
A
Question Solution:
Each die face can come up with a head or a tail. The number of possible outcomes is therefore 6 + 6 = 12
Question:-
Option (A)
240, 60
Option (B)
60, 45
Option (C)
60, 60
Option (D)
240, 32
Correct Option:
B
Question Solution:
Let matrix A is of order m x n
Let matrix B is of order n x p
For matrix product AB,
The number of addition operations = mp (n - 1)
Here m = 3, n = 4, p = 5
Question:-
Option (A)
0.076
Option (B)
0.062
Option (C)
0.072
Option (D)
None of these
Correct Option:
A
Question Solution:
Root lies between the 0 and 1
f' (x) = 2x - 4
Let x_{0} = 0.3
f(0.3) = (0.3)^{2} - 4(0.3) + 0.3 = -0.81
f'(0.3) = 2(0.3) - 4 = -3.4
Now x_{1} = _{}= 0.3 - 0.238= 0.062
f(0.062) = (0.062)^{2} - 4(0.062) + 0.3 =0.055
f' (0.062) = 2(0.062) - 4 = -3.876
x_{2} = _{} = _{}
f(0.076) = (0.076)^{2} - 4(0.076) + 0.3 = 0.001
f'(0.076) = 2(0.076) - 4 = -3.848
x_{3} = _{} = _{}
For the given expression root is 0.076.
Question:-
Option (A)
only S1
Option (B)
only S2
Option (C)
Both S1 and S2
Option (D)
None of these
Correct Option:
B
Question Solution:
Counter example: R = {(a, b) (a, c)}. The transitive closure of the symmetric closure of R is {(a, b) (a, c) (b, a) (b, c) (c, a) (c, b)}. The symmetric closure of the transitive closure of this relation is {a, b) (a, c) (b, a) (c, a)}