iQuest Scholastic & Mental Aptitude Reward Test Class 12 Non Medical Sample Paper
Name of the Organisation : iQuest
Name of the Exam : iQuest Scholastic & Mental Aptitude Reward Test
Document Type : Sample paper
Year : 2016
Class : +2 Non Medical
Website : http://iquest.co.in/sample-papers/
Download Sample Question Paper : https://www.pdfquestion.in/uploads/14089-2Nonmed.pdf
iQuestAptitude Reward Test Class 12 Non Medical Sample Paper :
Time: 1 Hr
Max Marks : 120
Related : iQuest Scholastic & Mental Aptitude Reward Test XI STD Sample Paper : www.pdfquestion.in/14085.html
Instructions To Candidate :
** Each subject in this paper consists of multiple choice questions with only one correct answer. +4 marks will be awarded for correct answer and –1 mark for wrong answer.
** Please read the instructions given for each question carefully and fill the correct answer against the question numbers on the answer sheet in the respective subject.
** Use blue or black ball point pen to darken the appropriate circle & mark should completely fill the circle.
** The Question paper contains blank spaces for your rough work. No additional sheet will be provided for rough work.
** Blank papers, Clipboards, Log Tables, Slide rule, Calculators, Cellular phones, Pagers and Electronic gadgets in any form are not allowed.
** Write your Name, Student ID in the block at the top of the Answer Sheet. Also write your Name & Student ID in the space provided on this cover page of question paper.
** This test paper is just an indicative of the actual test. Total number and type of questions in actual test may vary.
Physics :
1. From the equation, 2 tan v rg , one can obtain the angle of banking ? for a cyclist taking a curve. The symbols have their usual meanings. They say it is
(A) both dimensionally and numerically correct
(B) dimensionally correct only
(C) numerically correct only
(D) neither numerically nor dimensionally correct
2. The distance between two moving cars A and B at a particular time is d . Their relative velocity is V with the component along AB being u perpendicular to AB being v . The time that elapses before they arrive at their nearest distance is
(A) 2 V/du
(B) 2 V/dv
(C) V 2/d u v
(D) v2/2 u v
3. A trolley is being pulled up on incline plane by a man sitting on it (as shown in figure). He applies a force of 250 N . If the combined mass of the man and trolley is 100 kg, the acceleration of the trolley will be ?g ? 10m/ s 2 , sin15? ? 0.26?
(A) 2.4 m/ s 2
(B) 9.4 m/ s 2
(C) 6.9 m/ s 2
(D) 4.9 m/s2
4. A body floats in a liquid contained in a beaker. The whole system as shown in figure falls freely under gravity. The upthrust on the body is
(A) zero
(B) equal to the weight of liquid displaced
(C) equal to the weight of the body in air
(D) equal to the weight of the immersed portion of the body
5. Two identical conducting rods AB and CD are connected to a circular conducting ring at two diametrically opposite points B and C. The radius of thering is equal to the length of rods AB and CD . The area of cross section and thermal conductivity the rod and ring are equal. Points A and D are maintained at temperature of 100?C and 0?C . Temperature of point C will be
(A) 62C
(B) 37C
(C) 28C
(D) 45C
Chemistry :
1. An electron travels with a velocity of x ms–1. For a proton to have the same de Broglie wavelength, the velocity will be approximately?
(A) 1840/ x
(B) 1840
(C) 1840 x
(D) x
2. Enthalpy of combustion of carbon, hydrogen and C3H8 are x1, x2 and x3 mol–1 respectively. Estimate the enthalpy of formation of C3H8
(A) x3 – x1 – x2
(B) x3 – 3×1 – 4×2
(C) 3×1 + 4×2 – x3
(D) x1 + x2 – x3
3. Three solution A, B, C of HCl are mixed to produce 100 ml of 0.1 M solution. The molarities of A, B, C are 0.05 M, 0.10 M and 0.15 M respectively.In what ratio can they be mixed ?
(A) 55 ml, 20 ml, 25 ml
(B) 57 ml, 15 ml, 28 ml
(C) 54 ml, 23 ml, 23 ml
(D) 23 ml, 54 ml, 23 ml
4. g of N2 and 36 g of ozone are at the same pressure and temperature. Their volumes will be related as
(A) N2 O3 2V 3V
(B) N2 O3 3V 2V
(C) N2 O3 3V 4V
(D) N2 O
Mathematics :
1. The sum of the integers from 1 to 100 which are not divisible by 3 or 5 is
(A) 2489
(B) 4735
(C) 2317
(D) 2632
2. Let p, q = {1, 2, 3, 4}. The number of equations of the form px2 + qx + 1 = 0 having real roots is –
(A) 15
(B) 9
(C) 7
(D) 8
3. The number of values of x in the interval 0,5 satisfying the equation 3sin2 x +7sinx + 2 = 0 is
(A) 0
(B) 5
(C) 6
(D) 10
4. Locus of centroid of the triangle whose vertices are acost, asint, bsint, bcost and (1,0) , where t is a parameter, is
(A) (3x + 1)2 + (3y+2) = a2 + b2
(B) (3x + 1)2 + (3y+2) = a2 + b2
(C) (3x + 1)2 + (3y+2) = a2 + b2
(D) (3x + 1)2 6 (3y+2) = a2 + b2