Qs Matched: NDA (Nov 2019 exam) with MOCK Tests

MAPPING -NDA (Nov 2019) with MOCK Tests by T.I.M.E


NDA (II) 2019-Maths had 120 qs (in a total of 150 mins). Each question carried 2.5 marks (total 300 marks) and there was a negative mark of 0.833 (per question).

There are at least 50 qs (out of 120 qs) in the actual NDA paper (Nov 2019 exam) which matched model wise with the qs provided in the MOCK Tests by T.I.M.E.

For e,g, consider the following cases:

Case (I)

Q62 (of Actual NDA(II) 2019- Maths -Set A)

  • If the angles of a triangle are in AP and b:c = Sqrot (3): sqroot(2), then find angle A.

The above question is very closely mapped with the following question in the MOCK Test (CT3581904) by T.I.M.E.

Q37 (of MOCK Test - CT3581904)

  • In a triangle, if the angles A, B, C are in AP and b:c = Sqrot(6): (Sqroot(3)-1), then find Angle A.

There have been questions, where not just the models (but even the numerical values matched), as illustrated below.

Case (II)

Q29 (of Actual NDA(II) 2019- Maths -Set A)

  • (Sqroot(x) -(k)/(square (x))^10 = 405, find k.

The above question is same (model wise and value wise) with the following question (Q-48) in the MOCK Test (OLMT3581705) by T.I.M.E.

Q48 (of MOCK Test - OLMT3581705)

  • (Sqroot(x) -(p)/(square (x))^10 = 405, find p.

There are a total of at least 50 such questions (actual NDA paper), which mapped (a detailed analysis of which is indicated below) with the qs which appeared in MOCK tests.

NDA (II) 2019 (Actual Paper) -Question Number MOCK Test (Question Number) MOCK test (Reference Number)
3 99 CT3581901
5 10 CT3581903
7 17 CT3581905
11 59 OLMT3581703
12 27 CT3581904
13 34 CT3581914
14 23 CT3581912
16 18 OLMT3581701
17 25 OLMT3581701
18 21 OLMT3581701
19 12 CT3581901
20 11 CT3581904
29 48 OLMT3581705
30 18 OLMT3581702
34 1 CT3581911
36 4 CT3581901
37 12 CT3581902
39 12 CT3581904
41 24 CT3581901
43 36 CT3581902
45 45 CT3581905
47 43 CT3581902
50 110 OLMT3581702
58 61 CT3581905
62 37 CT3581904
63 16 OLMT3581701
65 34 CT3581902
66 42 CT3581903
71 77 CT3581902
72 85 CT3581913
73 68 CT3581901
74 81 CT3581913
80 72 CT3581905
82 104 OLMT3581705
86,87,88 34 CT3581912
89,90 84 CT3581903
94,95 71 CT3581912
97 43 OLMT3581703
98 66 CT3581912
99 76 CT3581905
101 106 CT3581902
102 84 CT3581901
105 22 OLMT3581701
106 114 CT3581912
108 110 CT3581903
110 51 OLMT3581701
111 99 CT3581911
116 113 CT3581912
119 113 CT3581905

T.I.M.E wishes the candidates a glorious career ahead !!