HP-All Exam Master: HP-TGT-NM-COMMISSION-2014 Part-15

HP-TGT-NM-COMMISSION-2014 Part-15

Himachal Pradesh TGT Non-Medical Commission-2014 (Post Code-359) Solved Paper | SET-15

Himachal Pradesh-TGT Non-Medical Commission-Exam-2014 (Post Code-359) Solved Paper

Himachal Pradesh-TGT Non-Medical Commission-Exam-2014 (Post Code-359) Solved Paper

Himachal Pradesh Non-Medical Commission- Exam-2014 (Post Code-359) Solved Paper. Himachal Pradesh Staff Selection Commission (HPSSC) conducted HP -Non-Medical Commission- Exam-2014 (Post Code-359) on 04.03. 2014. HP-Medical Commission- Exam-2014 (Post Code-359) solved Paper available here With Official Answer Key.Total no of questions are 200 and total marks are 200. Time allotted for exam 2 hour(120 Minutes). All questions are of multiple choice type(MCQs).These questions (MCQs) are very helpful for those candidates or aspirants who are preparing for the various government, non government exams as well as in interview.These multiple choice questions(MCQs) are helpful in preparing various competitive exams like HPSAS, HPAS,TET, Police SI. Police constable, CTET, Clerk, Patwari, UPSC, Naib tehsildhar, PSC, HPPSC, JBT, LT, TGT, PGT, KVS, VS, NET, SLET, PET, DM and SET.

Himachal Pradesh-TGT Non-Medical Commission-Exam-2014 (Post Code-359) Solved Paper

Examination :   Himachal Pradesh-NonMedical-Commission-2014
Conducted By :   Himachal Pradesh Staff Selection Commission (HPSSC)
Examination Date :  04.03.2014
Total Marks :   200
Total Question :   200
Paper Series :   SET-B
Post Code :   (C-216) -359
TIME :   2 Hours

Himachal Pradesh-TGT Non-Medical Commission-Exam-2014 (Post Code-359) Solved Paper with answer keys

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Himachal Pradesh TGT Non-Medical Commission-2014 (Post Code-359) Solved Paper | SET-15
Question : 141-150

Question : 141

Lim_{x→0 [tan {π/4 + x}]^1/x is equal to}

[A]. e
[B]. e²
[C]. e^-1
[D]. None of these

HP-TGT Non-Medical-Commission-2014 Solved Paper
By : HP-All-Exam Master
https://hpallexam.blogspot.com

Question : 142

The area of the triangle whose vertices are (1,2,3), (2,5,-1) and (-1,1,2) is

[A]. 155/2 sq. units
[B]. √155/2 sq. units
[C]. √165/2 sq. units
[D]. None of these

HP-TGT Non-Medical-Commission-2014 Solved Paper
By : HP-All-Exam Master
https://hpallexam.blogspot.com

Question : 143

The function f(x) ={^{0,x is irrational}_{1,x is rational} is

[A]. Continuous at x=1
[B]. Discontinuous at x=0
[C]. Discontinuous at x=1
[D]. Discontinuous everywhere

HP-TGT Non-Medical-Commission-2014 Solved Paper
By : HP-All-Exam Master
https://hpallexam.blogspot.com

Question : 144

If f(x) is even function and f’(x) exists, then f’(e) + f’(-e) =

[A]. 0
[B]. >0
[C]. <0
[D]. None of these

HP-TGT Non-Medical-Commission-2014 Solved Paper
By : HP-All-Exam Master
https://hpallexam.blogspot.com

Question : 145

The equation of motion of a stone thrown vertically upwords is S=ut-4.9t². The maximum height attained by it is

[A]. u²/9.8
[B]. 2u²/4.9
[C]. u²/19.6
[D]. u²/19.8

HP-TGT Non-Medical-Commission-2014 Solved Paper
By : HP-All-Exam Master
https://hpallexam.blogspot.com

Question : 146

∫{sin(log x)/x}dx is

[A]. Cos (log x) + c
[B]. -cos (log x) + c
[C]. [sin(log x)] ²/2 + c
[D]. [cos(log x)] ²/2 + c

HP-TGT Non-Medical-Commission-2014 Solved Paper
By : HP-All-Exam Master
https://hpallexam.blogspot.com

Question : 147

¹∫₂[ tan,sup-1 (x)/1 +x²]dx is

[A]. π²/32
[B]. π²/16
[C]. π²/8
[D]. π²/4

HP-TGT Non-Medical-Commission-2014 Solved Paper
By : HP-All-Exam Master
https://hpallexam.blogspot.com

Question : 148

Area common to the curves y=x³ and y= πx is (y≥0)

[A]. 5/3
[B]. 5/4
[C]. 5/2
[D]. 5/12

HP-TGT Non-Medical-Commission-2014 Solved Paper
By : HP-All-Exam Master
https://hpallexam.blogspot.com

Question : 149

The order and degree of the differential equation [1 + (dy/dx)²]^3/4 =(d²y/dx²)^1/3 is

[A]. (2,3)
[B]. (6,4)
[C]. (2,4)
[D]. (6,9)

HP-TGT Non-Medical-Commission-2014 Solved Paper
By : HP-All-Exam Master
https://hpallexam.blogspot.com

Question : 150

The resultant of two forces P and Q is R. If one of the forces is reversed, the resultant is S. Then R² + S² =

[A]. P² + Q²
[B]. 2(P² + Q²)
[C]. 2P² + Q²
[D]. P² + 2Q²

HP-TGT Non-Medical-Commission-2014 Solved Paper
By : HP-All-Exam Master
https://hpallexam.blogspot.com

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