eLitmus Quantitative Aptitude

eLitmus Quantitative Aptitude

Following are the syllabus of eLitmus Quantitative Aptitude in eLitmus pH Test :

Number System
Percentage
Functions
Alligation and Mixtures
Permutation and Combinations
Profit and Loss
Ratio and Proportions

Book to follow for eLitmus Quantitative Aptitude:

Book Name:  Arun sharma quantitative aptitude   Download here


eLitmus Quantitative Aptitude Sample question:

 

01. The circle O having a diameter of 2cm, has a square inscribed in it.each side of the square is then taken as a diameter to form 4 smaller circles O. Find the total area of all four O circles which is outside the circle O.
(a)  2 (b) Π – 2 (c)  2 – Π/4 (d)  2 – Π/2

 

02. The 288th term of the series a, b, b, c, c, c, d, d, d, d, e, e, e, e, e, f, f, f, f, f, f………… is ?
(a)  v (b) u (c)  x (d)  w

 

03. If 1/a + 1/b + 1/c=1/(a+b+c) where a+b+c != 0, a*b*c != 0 what is the value of (a+b)(b+c)(c+a)?
(a)  equal to 0 (b) greater than 0 (c)  less than 0 (d) can not tell

 

04. Five digit numbers are formed using only 0, 1, 2, 3, 4 exactly once. What is the difference between the greatest and smallest numbers that can be formed ?
(a)  19800 (b)  41976 (c)  329676 (d)  None of these

 

05. What is the value of log(e(e(e…..)^1/2)^1/2)^1/2)?
(a)  0 (b)  1/3 (c)  1/2 (d)  1

 

06. An equilateral triangle BPC is drawn inside a square ABCD. What is the value of angle APD in degrees ?
(a)  90 (b)  120 (c)  135 (d)  150

 

07. Let Sn denote the sum of first n terms of an A.P. If S2n = 3Sn, then the ratio S3n/Sn is equal to?
(a)  8 (b)  6 (c)  4 (d) None of these

 

08. A semicircle is drawn with AB as its diameter. From C, a point on AB, a line perpendicular to AB is drawn meeting the circumference of the semicircle at D. Given that AC=2 cm and CD= 6 cm, the area of the semicircle (in sq cm) will be:
(a)  32π (b) 50π (c)  40.5π (d)  81π

 

09. If X=123456 and Z=X-Y then for how many values of Y, Z is divisible by 48, 98, 105?
(a)  10 (b)  8 (c)  7 (d)  6

 

10. A shipping clerk has five boxes of different but unknown weights each weighing less than 100 kg. The clerk weighs the boxes in pairs. The weights obtained are 110, 112, 113, 114, 115, 116, 117, 118, 120, 121 kg. What is the weight of the heaviest box ?
(a)  60 kg (b)  62 kg (c)  64 kg (d)  NA

 

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