Quantative Aptitude


Quantitative aptitude has been considered as the most difficult part of the competitive examinations but going by rules and logic, we can easily defeat this demon. To overcome the quant part you will have to start with the most basic and easy topic. Suddenly a day will come, when you will realize that you are cracking the most difficult mathematical puzzles easily. Now, Quant is not a part to be scared of. Start with the most easiest topic and reach the highest glory of it. Mind it you will have to deal with it yourself, nobody else can do it on your behalf. Start immediately with the Crazytoppers free blogs and share your each and every doubt to get it resolved. Keep Practicing as Pratice Makes a Man Perfect.
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Concept Builder

Number System I             Number System II             Profit and Loss               Ratio

Proportion           Mixtures              Simple Interest     Compound Interest   Stocks and Shares       

Time, Speed and Distance          Linear and Circular Races             Work and Time          Clock

Games of Skill and Clock        Mensuration                Permutation                 Combination   

Probability               Arithemetic Progression (AP)                         Geometric Progression (GP)

Harmonic Progression (HP)            Arithmetico – Geometric  Sequence  

Circle                 Geometry               


Quick Revision of Formulas

Number System I             Number System II             Profit and Loss               Ratio

Proportion           Mixtures              Simple Interest     Compound Interest   Stocks and Shares       

Time, Speed and Distance          Linear and Circular Races             Work and Time          Clock

Pipe and Cisterns          Games of Skill and Clock        Cylinder      Cone       Sphere      Cube      

Cuboid               Prism                Permutation              Combination                Probability              

Arithemetic Progression (AP)        Geometric Progression (GP)      Harmonic Progression (HP)    

Arithmetico – Geometric  Sequence                    Geometry            


Question Bank

Number System I             Number System II             Profit and Loss               Ratio

Proportion           Mixtures              Simple Interest     Compound Interest   Stocks and Shares       

Time, Speed and Distance          Linear and Circular Races             Work and Time          Clock

Pipe and Cisterns          Games of Skill and Clock        Cylinder      Cone       Sphere      Cube      

Cuboid               Prism                Permutation              Combination                Probability              

Arithemetic Progression (AP)        Geometric Progression (GP)      Harmonic Progression (HP)    

Arithmetico – Geometric  Sequence                    Geometry            


Ask Your Doubts

Number System I             Number System II             Profit and Loss               Ratio

Proportion           Mixtures              Simple Interest     Compound Interest   Stocks and Shares       

Time, Speed and Distance          Linear and Circular Races             Work and Time          Clock

Pipe and Cisterns          Games of Skill and Clock        Cylinder      Cone       Sphere      Cube      

Cuboid               Prism                Permutation              Combination                Probability              


Arithmetico – Geometric  Sequence                    Geometry            


34 comments:

  1. sir please answer this In 600 gram of mixture of salt and water, there is 40 % water. How much water should be converted to steam so that water in the mixture remains 25 %.
    A)90grams
    B)120grams
    C)170grams
    D)70grams

    ReplyDelete
  2. sir please answer this In 600 gram of mixture of salt and water, there is 40 % water. How much water should be converted to steam so that water in the mixture remains 25 %.
    A)90grams
    B)120grams
    C)170grams
    D)70grams

    ReplyDelete
  3. Here you can see that water is 40% it means 240 gm of water and 360 gms of salt
    we have to remove the water and salt will always remain 360 gms.

    Therefore, after evaporation salt will become 75 % of total

    now 360 = 3/4 of total
    total = 480
    now water will be 120 gms
    and initially water was 240 gms so we have to evaporate 120 gms of water

    ReplyDelete
  4. Thank you sir.

    ReplyDelete
  5. mohit after spending 28% of his monthly salary in buying electronic goods and 22% monthly salary in repair work of furniture,invested 40% of the remaining in fixed deposits.if he left with 16,350/-how much is his monthly salary?sir answer is 54,500/-
    but I didn't get it
    I did like this
    total expenditure is 90% so remaining 10%=16,350/- so 100% is 1,63,500/- but is wrong sir. Then how to solve it sir.

    ReplyDelete
  6. Total exp is 50% and 40% of remaining 50% = 2/5 x 1/2 x = 1/5x

    Now he has spend 1/2 + 1/5 = 7/10 and left with 3/10x = 16350 = 54500

    ReplyDelete
    Replies
    1. sir it mean that we need to take 28+22=50 and then remaining is 50 in that 40% isn't it?

      Delete
    2. sir it mean that we need to take 28+22=50 and then remaining is 50 in that 40% isn't it?

      Delete
    3. sir please explain it once again I didn't get it please...

      Delete
  7. Replies
    1. Now he has spend 1/2 + 1/5 = 7/10 I didn't understand this one sir

      Delete
  8. 1/2 he has already spent and 40 % of remaining 50% in the form of investment which is 1/5 and total exp is 1/2 +1/5 = 7/10

    For example u have 100 rs u spent 50 on petrol and out of remaining 50 u spnt 40% whichs comes to 20 and total consp is 70 which is 7/10

    ReplyDelete
  9. I got it sir thank you sir.

    ReplyDelete
  10. sir please ans it is it possible without equations .the total population of the village is 8800. in the beginning of the year 2001. in the particular year number of males and females in the village is increased by 12% and 15%.hence at the beginning of the 2002 the population of the village is 10024.what is the total male population in the beginning year 2001? ans is 3200
    I tried it as m+f =8800
    112%m+115%f=10024

    ReplyDelete
  11. sir please answer this 6 people u v w x y z carry bags of different weights.w carries a bag heavier than only 2 people.u carries a bag lighter than v and z.the bag carried by u is heavier than that of w.z doesn't carry heaviest bag and x doesn't carry lightest bag.the second heaviest bag weights 21kg. the second lightest bag weights 11kg.
    questions is who among the carry third heaviest bag?ans is u

    ReplyDelete
  12. sir explain this too .a long straight line 1482m long.58 trees are planted at equal distances one tree being at each end of the line.what is the distance between two consecutive trees.ans is 26

    ReplyDelete
  13. Male female ques be soved with options
    Chk option randomly one by one u ll get ans within one min.

    For exp if u see increase in the pop is 1224.
    So take optipn 3200 as male
    Now female ll be 5600
    12 % of 3200 is 320+64
    15% of 5600 is 560 + 280
    Now add all of them
    Ans is 1224 so ans is 3200
    U need to b really fast wd nos.

    ReplyDelete
  14. Now look at the puzzle step by step
    There are six people wherein W is heavier than only two people

    So W is at the 4th no.
    Equ will b _,_,_,W,_,_

    We will arrange equ in descending order
    Heaviest to lightest


    Now U carries the bag lighter than V n Z
    U will always b placed behind V n Z

    Something like that VZU or ZVU

    Now U is heavier than W
    So U will b at first three places as W is fourth and as V and Z are heavier than U so U must come at third place and V n Z should be first and second or second and first

    As Z does not carry heaviest bag so V shold be fist and Z should be second

    Now d equ is V,Z,U,W,_,_

    As X is not the lightest so it ll be 5th and Now Y is left for only last place vacant

    So the equ will be

    V Z U W X Y

    and ans is U

    Let me kn if u want any clarification

    ReplyDelete
    Replies
    1. you are super sir.no words to say

      Delete
  15. Now tree ques

    If you will carefully imagine 58 trees will make 57 divisions of 1482 mts . So divide 1482 by 57. You ll get d ans

    For ex if u ll plant 2 trees there is one single line of 26 mts and if u plant three trees therell be 2 divisions of 26 mts and 52 mts total line. likewise 58 trees 57 divisions and 1482 mts line

    Got it or not

    ReplyDelete
  16. thank you so much sir.

    ReplyDelete
  17. sir please answer this a trader fixes the marked price of his goods such that he makes profit 14.8% by selling an article after giving an 18% discount. however one customer availed 45% discount instead of 18% percent.what is the % loss incurred by the trader in the case of his particular customer? ans is 23

    ReplyDelete
    Replies
    1. Let MP be 100
      so after discount SP be 82
      now 82 = 114.8 % of CP

      CP = 71 approx.

      and after discount of 45%. SP will be 55

      now loss is 71-55 = 16

      Loss % = 16/71 = 23%

      Delete
  18. sir one more question puneeth started working on a fresh project independently.after finishing 30% of the work he left.vikas took over and could finish in remaining 28 days.independently.if puneeth is 20%less efficient than vikas for how many days did puneeth work on the project?ans 15

    ReplyDelete
    Replies
    1. puneeth did 30% work means 3/10 work and 7/10 completed by vikas in 28 days.

      It means vikas will take 40 days to complete the work alone.

      now puneeth is 20% less efficient means he will take 20% more time than vikas which is 48 days,

      now he did 3/10 work so ans is 48 x 3/10 which is 14.4 days aprrox 15 days ans

      Delete
    2. Thank you sir.

      Delete
    3. how did u get work done by vikas was 40 days

      Delete
  19. A certain sum was invested in scheme A for a certain number of years. Scheme A offers simple interest
    at a certain rate of interest (p.c.p.a.). If the numerical values of the rate of interest and the number of years
    for which the sum is invested are equal and the interest earned is 28 4⁄9% of the principal, what is the rate of
    interest (p.c.p.a) offered by scheme A ? Please share solution to this.

    ReplyDelete
  20. A certain sum was invested in scheme A for a certain number of years. Scheme A offers simple interest
    at a certain rate of interest (p.c.p.a.). If the numerical values of the rate of interest and the number of years
    for which the sum is invested are equal and the interest earned is 28 4⁄9% of the principal, what is the rate of
    interest (p.c.p.a) offered by scheme A ? Please share solution to this.

    ReplyDelete
  21. 17 25 37 54 77 ?

    ReplyDelete
  22. Puneet started working on a fresh project independently. After finishing 30% of the work he left Then
    Vikas took over and could finish the remaining work in 28 days independently. If Puneet is 20% less efficient
    than Vikas, for how many days did he (Puneet) work on the project?

    ReplyDelete
  23. Puberty 30% vikas 70% so ratio 3:7 7 parts 28 then 10 parts 40 puberty 20% less efficient means 40*100/80= 50 puneet completed 30% so 50*30/100= 15days

    ReplyDelete