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21 / 136
If 20 men or 24 women or 40 boys can do a job in 12 days working for 8 hours a day, how many men working with 6 women and 2 boys take to do a job four times as big working for 5 hours a day for 12 days?
A8 men
B12 men
C26 men
D24 men
Answer: Option C
Explanation:Amount of work done by 20 men = 24 women = 40 boys
i.e 5man = 6 woman = 10 boys. -----------------(i)
According to the 1st condition, 5 men can do a job in 12 days working for 8 hours a day.
Required :- how many more men are required to work with 6 women and 2 boys.
Let the required number of men be M.
According to the given information,
=>(5 x 12 x 8 )/1=[(M + 5 + 1) x 5 x 12 ]/4. ( 6 women= 5men & 2 boys =1 men)
=>32= M + 6.
=>M=26.
Hence, 26 men are working with 6 women and 2 boys.
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22 / 136
Nitish sold his watch and sunglasses at a loss of 4% and gain of 4% respectively for 2600 to Kamal. Kamal sold the same sun glasses and watch at a loss of 4% and gain of 4% respectively for 2700. The price of watch and sun glasses to Nitish were.
ARs.1960, Rs.700
BRs.2000, Rs.1000
CRs.1500, Rs.700
DRs.1500, Rs.700
E(Rs.800, Rs.2000)
Answer: Option A
Explanation:Lets assume the CP of watch = Rs x
and sunglasses = Rs y.
2600=96x/100 + 104y/100
2700= 104x/100 + 96y/100
By solving,
y=700
x=1960
ada
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23 / 136
A sum of money triples itself at compound interest in 3 years. In 9 years it will be
A6 times the principal
B12 times the principal
C18 times the prinipal
D27 times the principal
Answer: Option D
Explanation:p(1+ r/100) ^n=ci
p(1+r/100) ^ 3=3p
(1+r/100) ^3=3 , p(1+r/100) ^9=p(3)^3 = 27 times
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24 / 136
The Value of log8(64) - log64(4096) is
A0
B2
C1
D6
Answer: Option A
Explanation:log8 (64)-log64(4096)
log8 (8^2)-log 64(64^2) = 2 - 2 = 0
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25 / 136
A man purchased a waten for Rs. 400 and sold it at a gain of 20% of the selling price. The selling price of the watch is:
A340
B400
C480
DNone of these
Answer: Option C
Explanation:S.P =((100+ GAIN%)/100) *C.P
= (120/100 ) *400
= 480
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26 / 136
How many ways word "ORANGE" can be arranged, In which vowels are not together
A570
B526
C576
DNone of these
Answer: Option C
Explanation:6!-4!*3!=576
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27 / 136
The age of the grand father is the sum of his three grandsons.The second is 2 year younger than first one and the third one is 2 year younger than the second one. Then what will be the age of the grandfather?
A3 times as older as his second grandson
B2 times as older as his second grandson
C4 times as older as his second grandson
DNone of these
Answer: Option A
Explanation:Lets assume second grandson = x year.
So, first grandson age = (x+2) year ,
third grandson = (x-2) year
So, x+2+x+x-2=3x
i.e grandfather age is 3 times as older as his second grandson
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28 / 136
Two urns contain respectively 2 red 3 white and 3 red,5 white balls.One ball is drawn at random from the first urn and transferred into the second.A ball is now drawn from the second urn and it turns out to be red. What is the probability that the transferred ball was white?
A3/17
B9/17
C5/17
DNone of these
Answer: Option B
Explanation:According to baye's theorem:
p(no of way to drawn a ball from 2nd urns is red and ball transferred from 1 urns)=(3c1/5c1)*(3c1/9c1)=9/45
Total=(2c1/5c1)*(4c1/9c1)+(3c1/5c1)*(3c1/9c1)=17/45
so probability=9/45/17/45=9/17;
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29 / 136
Rishab starts for a weeding venue at 6:00 pm and drives at a speed of 60km/hr. Ramesh starts for the same venue at 6.30 pm,and drives at a speed of 75km/hr. When will both reach the venue,provided they reach at the same time.
A8.00pm
B9.30pm
C9pm
D8.30pm
Answer: Option D
Explanation:Here is no explanation for this answer
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30 / 136
In an exam, Ajith, Sachu, Karna, Saheep and Ramesh scored an average of 39 marks. Saheep scored 7 marks more than Ramesh. Ramesh scored 9 fewer than Ajith. Sachu scored as many as Saheep and Ramesh scored.Sachu and Karna scored 110 marks them. If Ajith scores 32 marks then how many marks did Karna score?
A57
B32
C30
D53
Answer: Option A
Explanation:Lets assume marks of Ajith, Sachu, Karna, Saheep and Ramesh respectively u, v, w, x, y
So, as per the question:
z+7=x ---(i)
u- 9=z ---(ii)
x+ z=v ---(iii)
v+w=110 ---(iv)
Given, u=32 ---- (v)
By solving eq. (i), (ii), (iii), (iv) and (v)
w=57
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