Hello Aspirants
We have come up with Sectional Tests for upcoming LIC AAO 2019 Prelim Exam. Practice the questions to ace the exam.
Directions(1-4): Compare both the equations and choose a correct option.
- I.6x^2 – 25x + 14 = 0
II.2y^2 – 13y + 6 = 0x>=yx > yy>=xy > xNo relationOption E
I.6x^2 – 25x + 14 = 0
=>6x^2 -21x – 4x + 14 = 0
=>(2x-7)(3x – 2) = 0
=> x = 7/2, 2/3
II.2y^2 – 13y + 6 = 0
=>2y^2 – 12y – y + 6 = 0
=>(y-6)(2y – 1) = 0
=> y = 6, ½
No relation. - I.5x^2 – 27x + 10 = 0
II.y^2 – 14y + 48 = 0
y > xNo relationy>=xx > yx>=yOption A
I.5x^2 – 27x + 10 = 0
=>5x^2 – 25x – 2x + 10 = 0
=>(x-5)(5x-2) = 0
=>x = 5,2/5
II.y^2 – 14y + 48 = 0
=>y^2 – 8y – 6y + 48 = 0
=>(y-8)(y-6) = 0
=> y = 8,6
y > x - I.x^2 + 12x + 32 = 0
II.y^2 + 10y + 16 = 0
x > yy>=xNo relationx>=yy > xOption C
I.x^2 + 12x + 32 = 0
=>x^2 + 8x + 4x + 32 = 0
=>(x+4)(x+8) = 0
=>x = -4,-8
II.y^2 + 10y + 16 = 0
=>y^2 + 2y + 8 y + 16 = 0
=>(y+2)(y+8) = 0
=> y = -2,-8
No relation. - I.2x^2 – 18x + 36 = 0
II.2y^2 – 30y + 108 = 0
No relationx > yy > xy>=xx>=yOption D
I.2x^2 – 18x + 36 = 0
=>2x^2 – 12x – 6x + 36 = 0
=>(2x-6)(x – 6) = 0
=> x = 3,6
II.2y^2 – 30y + 108 = 0
=>2y^2 – 12y – 18u + 108 = 0
=>(2y – 18)(y-6) = 0
=> y = 6,9
y>=x - 750 *(10.24)^1/2 = ?% of 480
500440320400510Option A
750 *(10.24)^1/2 = ?% of 480
=>750*3.2 = ?*4.8
=>? = 500 - (75% of 1820) – 25^2 = ?^2 -25% of 176
2018112817Option D
75% of 1820) – 25^2 = ?^2 -25% of 176
=>?^2 – ¼*176 = 0.75*1820 – 625
=>?^2 – 44 = 1365- 625
=>?^2 = 740 + 44
=>? = 28 - {(484)^1/2 + 224 / 2^3 }% of 960 = ?% of 640
6681707590Option D
{(484)^1/2 + 224 / 2^3 }% of 960 = ?% of 640
=>?% of 640 = (22+28)% of 960
=>? * 6.4 = 480
=>? = 75 - (600/24)*25 + 25^2 + 125% of 280 = ?^2
3340254153Option B
(600/24)*25 + 25^2 + 125% of 280 = ?^2
=>?^ 2 = 25*25 +625 + 350
=>?^2 = 1250 + 350
=> ? = 40 - 15*8 + ? – 9 * 11 = 12*18
195152170164175Option A
15*8 + ? – 9 * 11 = 12*18
=> 120 + ? – 99 = 216
=>? + 21 = 216
=>? = 195 - 16% of 1750 -20% of 1150 =25% of ?
110100200324220Option C
16% of 1750 -20% of 1150 =25% of ?
=>0.25*? = 0.16*1750 – 0.20*1150
=>0.25*? = 280 – 230
=>? = 200 - 244 – 156 + ?^2 -13^2 = 15*14 + 25*22
2016142919Option D
244 – 156 + ?^2 -13^2 = 15*14 + 25*22
=>88 + ?^2 – 169 = 210 + 550
=>?^2 – 81 = 760
=>?^2 = 841
=> ? = 29 - {(3072/16)/8)/4}+ 14^2 = ?
195174166202188Option D
{(3072/16)/8)/4}+ 14^2 = ?
=>? = {(192/8)/4} + 14^2
=> ? = 24/4 +196
=>? = 202 - 648/9 + 18^2 – 20% of 630 = ?*6
4122303545Option E
648/9 + 18^2 – 20% of 630 = ?*6
=>?*6 = 72 + 324 – 0.20*630
=>?*6 = 396 – 126
=>?*6 = 270
=> ? = 45 - 613 + 762 + ? – 981 = 549 – 375 + 817
660597500495510Option B
613 + 762 + ? – 981 = 549 – 375 + 817
=>1375 + ? – 981 = 991
=>394 + ? = 991
=>? = 597 - 84^2 – 79^2 + (1936)^1/2 – 20% of 980 = ?
740600548663875Option D
84^2 – 79^2 + (1936)^1/2 – 20% of 980 = ?
=>815 + 44 – 196 = ?
=>? = 663 - 958, 833, 733, 658, 608, (?)
448415583574545Option C
958, 833, 733, 658, 608, (?)
958 – 833 = 125
833 – 733 = 100
733 – 658 = 75
658 – 608 = 50
? = 608 – 25 = 583 - 11, 10, 18, 51, 200, (?)
900880995745717Option C
11 × 1 – 1 = 10
10 × 2 – 2 = 18
18 × 3 – 3 = 51
51 × 4 – 4 = 200
200 × 5 – 5 = 995 - 25, 48, 94, 186, 370, (?)
695687770712738Option E
25 × 2 – 2 = 50 – 2 = 48
48 × 2 – 2 = 96 – 2 = 94
94 × 2 – 2 = 188 – 2 = 186
186 × 2 – 2 = 372 – 2 = 370
370 × 2 – 2 = 740 – 2 = 738 - 14, 24, 43, 71, 108, (?)
154140125136118Option A
14 + 10 = 24
24 + 19 (=10 + 9) = 43
43 + 28 (= 19 + 9) = 71
71 + 37 (= 28 + 9) = 108
108 + 46 (=37 + 9) = 154 - 144, 173, 140, 169, 136, (?)
140165157125133Option B
144 + 29 = 173
173 – 33 = 140
140 + 29 = 169
169 – 33 = 136
136 + 29 = 165 - The respective ratio of number of Passenger trains to the number of Express trains passing through platform number 7 is 5:7. If the total number of trains passing through platform number 7 is 50% more than the total number of trains passing through platform number 2. Find the number of Passenger trains passing through platform number 7.
7152456084Option D
Total number of trains passing through platform number 2 = 56+40 = 96
Total number of trains passing through platform number 7 = 96*1.5 = 144
Total number of Passenger trains passing through platform number 7 = 5/12*144 = 60 - The number of passenger trains passing through platform number 6 to the number of passenger trains passing through platform number 5 are in the ratio 4:5 resp. and the number of Express trains passing through platform number 6 are 25% more than number of Express trains passing through platform number 5 . Find the total number of trains passing through platform number 6.
125111108114117Option A
Total number of Passenger trains passing through platform number 6 = 50/5*4 = 40
Total number of Express trains passing through platform number 6 = 68*1.25 = 85
Total number of trains passing through platform number 6 = 40+85 = 125 - Find the ratio of number of trains passing through platform number 2 to the total number of trains passing through platform number 3?
1:33:24:55:73:4Option C
Total number of trains passing through platform number 2 = 56+40 = 96
Total number of trains passing through platform number 3 = 48+72 = 120
Required ratio = 4:5 - Total number of trains passing through platform number 4 is what percentage more or less than the number of Express trains passing through platform number 3?
32%10%18%25%20%Option D
Total number of trains passing through platform number 4 = 36+54 = 90
Required% = (90-72)/72*100 = 25% - Find the average of the number of passenger trains passing through platform number 1,2 and 3 taken together.
3038445647Option D
Required average = (64+56+48)/3 = 56 - Prakash borrowed some money at the rate of 3 percent per annum for the first 4 years, 7 percent per annum for the next 5 years and at the rate of 9 percent per annum for the next 7 years. If the total interest paid by him at the end of 16 years is 4400. Find the money borrowed by Prakash?
Rs.3000Rs.2000Rs.4000Rs.6000Rs.5000Option C
Let the sum be Rs.x.
(3*4*x)/100 + (7*5*x)/100 + (9*7*x)/100 = 4400
=>x = 440000/110 = Rs.4000 - Prabir invests an amount of Rs.15860 in the names of her three daughters A,B and C in such a way that they get the same interest after 2,3 and 4 years resp. If the rate of interest is 5% p.a. Find the ratio of the amounts invested among A,B and C.
1:4:25:3:73:7:25:1:46:4:3Option E
(P1*2*5)/100 : (P2*3*5)/100 : (P3*4*5)/100
=> 10P1 : 15P2 : 20P3
=>P1:P2:P3 =30:20:15 = 6:4:3 - If numerical value of percentage markup price, marked price per kg and percentage discount offered on marked price of a product are in the ratio 20:12:9. Find the percentage profit on the product.
7.7%9.2%5.8%6.5%8.3%Option B
MP = 12
SP = (100-9)/100*12 = 10.92
Let CP be x.
(100+20)/100*x = 12
=> x= 10
Profit% = 0.92/10*100 = 9.2% - Sahil buys wheat at Rs.10 per kg and puts a price tag on it so as to earn a profit of 30%. However his faculty shows 1 kg when it is actually 700 gm. What is his actual profit percent?
613/2%600/7%515/4%623/8%551/5%Option B
CP of 1 kg = Rs.10
CP of 1 gm = 1/100
SP of 700 gm = Rs.13
SP of 1 gm = 13/700
Profit% = {[13/700 – 1/100]/[1/100]}*100 = 600/7% - To do a certain work A is 100/3% more efficient than B. They started to work alternatively on the same work starting from A on one day and B on day two and finished 60% of work in 30 days. Find the time taken by A alone to finish the whole work?
163/5 days157/2 days166/5 days175/4 days171/3 daysOption D
Ratio of efficiency of A and B is 4:3.
Let in one day A does 4x unit of work and in one day B does 3x unit of work.
In 30 days 60% work is completed.
So, in 50 days whole work will be completed.
In 2 days 7x unit is completed so in 50 days.
= 50*7x/2 unit done
Whole work is completed by A in = (50*7x)/(4x*2) = 175/4 days - A car covered 48 km less in T hours than a train, if speed of train is 25% more than the speed of car, which is 64 km/hr. and speed of an aircraft is 62(1/2)% more than the sum of speed of car and train. Find how much distance will be covered by aircraft in (T-1/4) hour?
873.7 km741.6 km555.5 km643.5 km612.4 kmOption D
Speed of train = 64*5/4
= 80 km/hr.
Now,
80T – 64T = 48
=>T = 3 hours
Speed of Aircraft = (144*13/8) = 234 km/hr.
Required distance = 234*(3 – 1/4) = 643.5 km - Sam invested some amount in scheme P which offers 20% C.I. p.a. while some amount in scheme Q which offers 8% S.I. p.a. After 2 years, ratio of interest earn from P to Q is 11:6. Amount invested by Sam in scheme P is what percent of the amount invested by him in scheme Q.
53(4/5)%66(2/3)%44(2/7)%50(1/2)%61(3/5)%Option B
Let the amount invested in scheme P and Q be x and y resp.
x*[(120/100)^2 – 1]/(y*8*2/100) = 11/6
=>(x*0.44)/(y*0.16) = 11/6
=>x / y = 2/3
Required% = 2/3*100 = 66(2/3)% - There are two vessels A and B which contains mixture of sulphuric acid and nitrous oxide in the ratio of 7:2 and 3:4 resp. Mixture of both vessels are mixed to obtain a mixture of 390 ml, in which quantity of nitrous oxide is 160 ml. Find the ratio of quantity of mixture in vessel A to quantity of mixture in vessel B ?
3:42:56:77:83:5Option C
Let the total mixture of sulphuric acid and nitorus oxide in vessel A and vessel B be x and y resp.
x + y = 390 – (1)
2x/9 + 4y/7 = 160
14x+36y = 10080 –(2)
On solving these two equations, we get
x = 180 ml
y = 210 ml
Required ratio = 6:7 - The surface of sphere is 423.5 cm^2 less than total surface area of a hemisphere. If ratio between radius of hemisphere and sphere is 3:2. Find the radius of hemisphere?
8.4 cm12.3 cm13.7 cm7.4 cm10.5 cmOption E
3*pi*r*r*r – 4*pi*r*r = 423.5
=>x = 3.5 cm
Radius of hemisphere = 21/2 = 10.5 cm - In first bucket there are five apples, Y oranges and 7 bananas. Probability of drawing one orange from bucket is 2/5. In second bucket there are (Y-3) apples, (Y-4) oranges and 6 bananas, if two fruits are drawn from second bucket. Find the probability that both are apples?
1/174/272/214/233/19Option C
Probability of drawing one orange = Y/(12+Y) = 2/5
=> Y = 8
Required Probability = 5C2/15C2 = 2/21
Directions(5-20): What will be the approximate value come in place of question mark ‘?’ in the following questions.
Directions(21-25): Answer the following questions based on the following graph.
The given chart shows the number of Passenger trains and Express trains passing through different platforms of a railway station on a particular day.
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It’s my belief that mesothelioma will be the most dangerous cancer. It contains unusual features. The more I look at it the greater I am certain it does not respond like a true solid flesh cancer. If perhaps mesothelioma is a rogue virus-like infection, in that case there is the prospects for developing a vaccine and also offering vaccination for asbestos open people who are open to high risk regarding developing upcoming asbestos linked malignancies. Thanks for expressing your ideas on this important ailment.
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I additionally believe that mesothelioma is a exceptional form of most cancers that is normally found in all those previously subjected to asbestos. Cancerous tissue form while in the mesothelium, which is a protective lining that covers almost all of the body’s internal organs. These cells normally form inside the lining on the lungs, tummy, or the sac which encircles the heart. Thanks for discussing your ideas.
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