- © 2015-2016
- Careers
- Advertise
- Contact Us

Posts and Comments

2 more comments »

Hi Everyone,

I believe that every regular and serious member should post a couple of questions daily, focused on prelims.... this will lead to nice quiz en route to the final exams. We still have some days to go, few questions a day will certainly do a world of good to preparations...

My first..**Q.** What is the pH level of blood of normal person?

(a) 4.5-4.5 (b) 6.45-6.55

(c) 7.35-7.45 (d) 8.25-8.35

Commenting on this post has been disabled.

i think its none..

10(x-3)=9x+p....p=age of younger guy..

solving it,we get x=30+p..for different values of x..we get different p..

am i correct..?

here what mistake u are doin according to me is that u are considering the age of the removed older person as 'x' .... but we do not know whether his age is actually 'x' as x is just the average.

for me it should be,

10(x-3)=10x - older + younger

10(x-3)=10x - difference

difference = 30

Commenting on this post has been disabled.

amitshanky Saysyou are correct can you please explain 2nd one:)

let the average age of the original 10 people currently be 'x+3'

so their average age three yrs before would have been 'x'

x = ((x+3)*10 - older + younger) / 10

x = ((x+3)*10 - difference) / 10

difference = 30

pls someone cross check....

- 1 Like

Commenting on this post has been disabled.

1)the average weight of n boys in a group is 36 kg.if 20 other boys whose average weight is 30 kg join the group,the avg weight of the group would be the same as what it would be if 5 boys whose average weight is 40 kg leave the group.find N:-

10,15,30,25

forming the equantions,

total weight of n boys = 36n

(36n + 20*30) / (n+20) = (36n - 40*5) / (n-5)

420n - 3000 = 520n - 4000

n=10

- 1 Like

Commenting on this post has been disabled.

A and B have some guavas divided among themselves. A says to B "If i give 25% of the guava I have, I will still have 2 more guavas than u have." To this B says, If u give me guavas equal to 70% of what I have now, I will have 4 more guavas than u have". What is the total number of guavas that they have?

80

64

36

88

A has x

B has y

I am bit confused.

Stmt1-> If i give 25% of the guava I have, I will still have 2 more guavas than u have.

3x/4 = y + 2

3x = 4y + 8

Had it been this way

Stmt1-> If i give 25% of the guava I have, I will still have 2 more guavasthan u will have.

3x/4 = y + 2 + x /4

x = 2y + 4 ------

Stmt2-> If u give me guavas equal to 70% of what I have now, I will have 4 more guavas than u have

1.7y = x + 4

Now acc to me eqs are :

3x = 4y + 8 => 30x = 40y + 80 ---eq1

17y =10 x + 40=>51y = 30x + 120 ---eq2

51y = 40y + 200

11y = 200

y = 18.18 ~ 18

x = 88/3 = 29.7

my ans 48

Where am i going wrong ???

I feel the eqn 2 that u form i.e. "1.7y = x + 4" her u have added 0.7y to B's gauvas but according to me since they are being given by A so they need to be reduced from the number of gauvas A has currently. Which would give

"x- 0.7y"

so eqn should be

1.7y = x + 4 - 0.7y

P.S. => I have edited my second eqation in the original post because I wrote " 4 + x+ 7y/10" instead of 4 + x- 7y/10...... by mistake

- 1 Like

Commenting on this post has been disabled.

A locomotive engine runs at a speed of 50 kmph when no compartment is attached to it. For every new compartment that is attached to it, the speed of the train is reduced by 10% of the earlier speed. At most, how many compartments can be attached so that the train can cover a distance of 180 km in a maximum of 8 hours?

7

5

6

8

to cover 180 km in maximum 8 hrs the speed should be > (180/km/hr

i.e. speed should be greater than 22.5 km/hr

for every compartment the speed is reduced by 10% so we have,

speed after 'n' compartments are connected = 50* (1 - 1/10)^n

therefore by the above condition we have,

50* (1 - 1/10)^n > 22.5

(1 - 1/10)^n > 9/20

now checking, we get

max n=7

hope I have done it correctly.....

Commenting on this post has been disabled.

Found the problem confusing.

A and B have some guavas divided among themselves. A says to B "If i give 25% of the guava I have, I will still have 2 more guavas than u have." To this B says, If u give me guavas equal to 70% of what I have now, I will have 4 more guavas than u have". What is the total number of guavas that they have?

80

64

36

88

let A's be ='x' and B's be 'Y'

if A gives B 25% of his gauvas,

x - x/4 =y+ x/4 +2

2x - 4y =8 ..................(1)

if A gives 70% of what B has now i.e. y , B will have 4 more gauvas

4 + x - 7y/10 = y + 7y/10

10x - 24y =-40 .............(2)

solving (1) and (2), we get....

y = 20 and x =44

therefore total gauvas = 64.

Commenting on this post has been disabled.

Its you who has to change it all,

and step forward to fight,

Its you who has to reinstate faith,

and truth and the holy light;

cheers....

- 1 Like

Commenting on this post has been disabled.