Himachal Pradesh Statistical Assistant(SA) Recruitment Exam-2021 (Post Code-888) Solved Paper
Himachal Pradesh Staff Selection Commission (HPSSC) Conduct the Statistical Assistant(SA) Recruitment Exam-2021 (Post code-888). Himachal Pradesh Staff Selection Commission (HPSSC) Statistical Assistant Recruitment Exam-2021 Held on 14-APRIL 2021. Himachal Pradesh Staff Selection Commission (HPSSC) Statistical Assistant recruitment Exam-2021 (Post code-888) solved Paper available here With Official Answer Key.Total no of questions are 170 and total marks are 850. 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.
हिमाचल प्रदेश कर्मचारी चयन आयोग (HPSSC) द्वारा हिमाचल प्रदेश सांख्यिकीय सहायक (HP-Statistical Assistant(SA)) की परीक्षा का आयोजन किया गया। हिमाचल प्रदेश सांख्यिकीय सहायक (HP-Statistical Assistant-Post code-888) की परीक्षा 14.04.2021 को सम्पन्न हुई। हिमाचल प्रदेश कर्मचारी चयन आयोग सांख्यिकीय सहायक परीक्षा का पेपर आधिकारिक उत्तर कुंजी के साथ यहां उपलब्ध है।
Himachal Pradesh Statistical Assistant(SA) Recruitment Exam-2021 (Post Code-888) Solved Paper
Conducted By : Himachal Pradesh Staff Selection Commission (HPSSC)
Examination Date : 14.04.2021
Total Marks : 85
Total Question : 170
Paper Series : SET-A
Post Code : (C-729) -888
TIME : 2 Hours
Himachal Pradesh Statistical Assistant(SA) Recruitment Exam-2021 (Post Code-888) Solved Paper r with answer keys
Himachal Pradesh Statistical Assistant(SA) Recruitment Exam-2021 (Post Code-888) Solved Paper | SET-8
Question : 71-80
If sin x + sin2x = 1, then cos2x = cos4x is
[A]. 0
[B]. 1
[C]. 2
[D]. 4
HP Statistical Assistant-2021 Post Code-888 Solved Paper
By : HP-All-Exam Master
https://hpallexam.blogspot.com
The angle of elevation of a ladder leaning against a house is 58 degree and foot of the ladder is 9.6 m from the house. Then the length of the ladder is
[A]. 11.8 m
[B]. 12.6 m
[C]. 13.94 m
[D]. 15.36 m
HP Statistical Assistant-2021 Post Code-888 Solved Paper
By : HP-All-Exam Master
https://hpallexam.blogspot.com
If A and B are symmetric matrices, then ABA is
[A]. Symmetric
[B]. Skew Symmetric
[C]. Diagonal
[D]. Triangular
HP Statistical Assistant-2021 Post Code-888 Solved Paper
By : HP-All-Exam Master
https://hpallexam.blogspot.com
The function f(x) = 1 - |sin x| is
[A]. differentiable everywhere
[B]. differentiable Nowhere
[C]. continuous everywhere
[D]. continuous Nowhere
HP Statistical Assistant-2021 Post Code-888 Solved Paper
By : HP-All-Exam Master
https://hpallexam.blogspot.com
∫xx (1 + log x) dx equals
[A]. xx + c
[B]. xxlogx + c
[C]. exx + c
[D]. None of these
HP Statistical Assistant-2021 Post Code-888 Solved Paper
By : HP-All-Exam Master
https://hpallexam.blogspot.com
π/2∫0 log(tan x)dx is
[A]. π/2∫0 log cotxdx
[B]. -π/2Log 2
[C]. π/2 Log 2
[D]. 0
HP Statistical Assistant-2021 Post Code-888 Solved Paper
By : HP-All-Exam Master
https://hpallexam.blogspot.com
The differential equation of all conics having centre at the origin is of order
[A]. 2
[B]. 3
[C]. 4
[D]. 5
HP Statistical Assistant-2021 Post Code-888 Solved Paper
By : HP-All-Exam Master
https://hpallexam.blogspot.com
The angle between the lines 2x = 3y =-z and 6x = -y = -4z is
[A]. 0 degree
[B]. 30 degree
[C]. 45 degree
[D]. 90 degree
HP Statistical Assistant-2021 Post Code-888 Solved Paper
By : HP-All-Exam Master
https://hpallexam.blogspot.com
a⇒ - (a⇒ x b⇒) equals to .......
[A]. a⇒ . b⇒
[B]. a2b
[C]. 0
[D]. a2 + ab
HP Statistical Assistant-2021 Post Code-888 Solved Paper
By : HP-All-Exam Master
https://hpallexam.blogspot.com
1∫0 x(1 —x)99dx equals to .......
[A]. 1/10010
[B]. 1/10100
[C]. 11/10100
[D]. 11/10010
HP Statistical Assistant-2021 Post Code-888 Solved Paper
By : HP-All-Exam Master
https://hpallexam.blogspot.com
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