Himachal Pradesh-TGT-Non-Medical-Commission-2016 Solved Paper
Welcome to our exclusive collections of HP-TGT NM Commission old/previous fully solved question papers. All questions are of multiple choice type.These questions are very helpful for those candidates and aspirants who are preparing for the various government and non government exam as well as in interview.
Himachal Pradesh-TGT-Non-Medical-Commission-2016 conducted by HPSSC on 17.07.2016. Here we are sharing Himachal Pradesh-TGT-Non-Medical-Commission-2016 fully solved Paper. These multiple choice questions(MCQs) are helpful in preparing various competitive exams like TET, CTET, LT, TGT, PGT, KVS, VS, NET, SLET and SET.
Conducted By : HPSSC Hamirpur
Examination Date : 17-07-2016
Total Question : 200
Maximum Marks : 200
Question Paper Series : SET-B
Post Code : 506 (C-362)
Time : 2 Hours
Himachal Pradesh-TGT-Non-Medical-Commission-2018 Paper | Part-17
Himachal Pradesh-TGT-NM-Commission-2016
Question : 161-170
Question : 161
if [x] stands for integral part of x , then ∫ [x2 + x ] dx is
[A]. 0.38[B]. 0.83
[C]. 0.62
[D]. 1.62
Asked in: HP-TGT Non Medical-Commission-2016
Question : 162
The ∫0∞ dx/(1+x)3 is
[A]. divergent[B]. Convergent and converges to 2
[C]. Convergent and converges to ½
[D]. None of these
Asked in: HP-TGT Non Medical-Commission-2016
Question : 163
Let A={1,2,3,4} and B={2,3,4,5,6} then A △ B is equal to
[A]. {2,3,4}[B]. {1}
[C]. {5,6}
[D]. {1,5,6}
Asked in: HP-TGT Non Medical-Commission-2016
Question : 164
Let A= { x, x∈R, x≥ 2 } and B ={x, x∈R, x≺ 4 then A∩ B is equal to
[A]. x, x∈R, 2≺ x ≺ 4[B]. x, x∈R, 2≼ x ≺ 4
[C]. B
[D]. None of these
Asked in: HP-TGT Non Medical-Commission-2016
Question : 165
If f(x)=2x , then f(0),f(1),f(2),f(3)……...are in
[A]. A.P[B]. G.P
[C]. H.P
[D]. None of these
Asked in: HP-TGT Non Medical-Commission-2016
Question : 166
if (a+ib)5=( α+ iβ) then(b+ia)5 is equal to
[A]. (β+ia)[B]. ( α+ iβ)
[C]. ( β+ iα)
[D]. ( -α -iβ)
Asked in: HP-TGT Non Medical-Commission-2016
Question : 167
If Z1,Z2,Z3 are the vertices of an equilateral triangle with Z0 its centroid then Z12+Z22+Z32 is equal to
[A]. Z02[B]. 9Z02
[C]. 3Z02
[D]. 2Z02
Asked in: HP-TGT Non Medical-Commission-2016
Question : 168
The eccentricity of the eclipse 9x2+5y2-30y=0 is
[A]. 1/3[B]. 3/4
[C]. 4/3
[D]. 2/3
Asked in: HP-TGT Non Medical-Commission-2016
Question : 169
The parametric equations of the hyperbola {(x2/a2)-(y2/b2) } =1 are
[A]. x=a sec θ , y= b tan θ[B]. x=a tan θ , y= b sec θ
[C]. x=a cos θ , y= b sin θ
[D]. x=a cosec θ , y= b cot θ
Asked in: HP-TGT Non Medical-Commission-2016
Question : 170
The difference between two acute angles of right angle triangle is 3/10 Π radians. The angles in degree are
[A]. 70°, 20°[B]. 60°, 30°
[C]. 72°, 18°
[D]. 50°, 40°
Asked in: HP-TGT Non Medical-Commission-2016
To Read Next Set
Click on below links
- Himachal Pradesh-TGT-Non-Medical-Commission-2020 Paper | Part1
- Himachal Pradesh-TGT-Non-Medical-Commission-2018 Paper | Part-12
- Himachal Pradesh-TGT-Non-Medical-Commission-2018 Paper | Part-13
- Himachal Pradesh-TGT-Non-Medical-Commission-2018 Paper | Part-14
- Himachal Pradesh-TGT-Non-Medical-Commission-2018 Paper | Part-15
- Himachal Pradesh-TGT-Non-Medical-Commission-2018 Paper | Part-16
- Himachal Pradesh-TGT-Non-Medical-Commission-2018 Paper | Part-17
- Himachal Pradesh-TGT-Non-Medical-Commission-2018 Paper | Part-18
- Himachal Pradesh-TGT-Non-Medical-Commission-2018 Paper | Part-19
- Himachal Pradesh-TGT-Non-Medical-Commission-2018 Paper | Part-20
Please Read These Useful Post Also
कृपया इन्हें भी पढ़ें
MCQs Practice Sets for Sure Success in all competitive exams
- HP-TGT-Arts-Commission
- HP-TGT-LT-Commission
- HP TET
- HP GK MCQs
- HP GK in Hindi
- Indian GK
- Indian History
- Geography
- Indian Politics
- Indian Economy
- Constitution of India
- Indian Railaway
- Computer Awareness
- Environmental studies(EVS)
- CTET
- Sports GK
- World GK
- HP-TGT Commission
- Current Affairs
- Psychology
- Psychology(Hindi)
- Physics Solved
- Biology Solved
- English Grammar
- Banking Exam MCQs
- HP-TGT-NM-Commission
- HP-TGT-Medical-Commission
- HP-TET-LT
No comments:
Post a Comment