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bkc

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Everything posted by bkc

  1. My pick is also D......but OA is E...........this is from NOVA.........
  2. APOCRYPHAL : CORROBORATION :: (A) didactic : instruction (B) fraudulent : forgery © tyrannical : poise (D) esoteric : commonality (E) sacrilegious : piety
  3. u can select the univ and the department from the pop down menu.......all u need to know the district in which univ is situated and exact name of univ(u can see some univ with same name but location different in same district).....
  4. There wont be anything on screen except questions, timer and some control buttons......u'll be given paper and pencil for rough works........... suggest u to take a powerprep before starting practise.......the real test is exact replica of this........
  5. Let the 5 digit no: be ABCDE this can be written as A*10000+B*1000+c*100+D*10+E the reflection of original no: is EDCBA this can be written as E*10000+D*1000+c*100+B*10+A so difference ==>ABCDE - EDCBA = (A*10000+B*1000+c*100+D*10+E) - (E*10000+D*1000+c*100+B*10+A) = A*9999+B*990+C*0-D*990-E*9999 so each term in difference is divisible by 9. Square both colums A: 79*80*81*82 B:80*80*80*80 so by comaping we can easily say A>B HTH
  6. bkc

    please help

    An+1 = (An - 3)^2 A1=4 A2=1 A3=4 A4=1 A5=4 so this series is having odd no: = 4 and even no:=1 So ans 4
  7. bkc

    Statistics problem

    mean hrs= 140/7 = 20 h,h,h,h,2h,2h,2h so h is the median also h+h+h+h+2h+2h+2h=140 ==> h=14 so difference=6 HTH
  8. bkc

    Simple Profit.

    HTH http://www.www.urch.com/forums/gre-math/105652-silly-math-question.html
  9. Cant tell.........just depends on ur luck.........i got all my words from Barrons HF only.......... many of my friends got out of barrons.......
  10. 1.IMO B no integers' square end in 2. 5. 22/7 is pi =3.14 or can be taken as 21/7(app) and 7/22=1/3 (app) 3.14 - .33= 2.81 (app) so ans D
  11. The purpose of giving food is to make them friendly not to make them hostile.....i think u missed the key word "less"
  12. S=n/2[2 + n-1]=n(n+1)/2 ------> sum of n terms of AP with a1=1 and d=1 S1=n/2[4 + (n-1)*2]= n(n+1) = 2S ------->sum of n terms of AP with a1=2 and d=2 HTH
  13. with ur reasoning........D also fits ur bridge........enlist is voluntary while conscript is forced........
  14. IMO C Y is the payment(money paid) for X
  15. bkc

    Math Problem

    Ten fold change means for every 10 degree change in magnitude the intensity multiplies by 10. ie from 125 to 165, increase in magnitude is 40 so for total 4 ten degree change in magnitude corresponding change in intensity is 10*10*10*10
  16. 1. Given x>100 rounded off value of 2-1/x --------- is 2+2/x a. 2 b.1 c.3 d.5 Ans: b(anyone pls explain) 2. If P(A) and P(B) are two independent events then the probability of occuring both the events together is? 3. If there are 'c' cartons and each carton has 'x' boxes which is being loaded in a truck in 'h' hours and 't' minutes. Col a : The average time for loading the 'x' boxes of all cartons Col b: cx / (h+t/60) 4. A line segment 'AG' was given.'AG 'is divided into equal parts (with equal distance)... Actual figure is like this…….. A line with A, B, C, D, E, F, G points on the line segment with equal distance between them. If the value at point A is -2.4 & value at end point G is 10.8, then find the value of 'E'? Ans: 6.4 IMO 8.8 5. Given |x| = |y| & xy Col a : x+y Col b : 0 IMO C 6. Given a square with a circle inscribed in it and the radius of the circle is 'r'. Another circle is given with a square inscribed in it and the radius of this circle is also 'r'. Col A: The difference in area of the first square and circle Col B: The difference in area of the second square and circle IMO B 7. Given a semicircle.If the end the angles formed by lines from end points of diameter to the circumference was given 90 and the angle between one of the chords and diameter was 'x'. Col a :x Col b :45 IMO D 8. A person sells 1000 articles at no profit and no loss. If he sells each item after 1000 articles at 0.5$, then he gets a profit of 'P'$. How many such articles did he sold? A. 2P+1000 B. P/2 +1000. 9. -8 a. 0 b. -32 c. -140 IMO -96 10. Given a tank with 'g'gallons of liquid which is present at 1'clock. If a pipe of 'X'litres/min was inserted into the tank and another pipe of 'Y' litres/min was inserted as an outlet pipe at the same time, then at what time the tank was (g/2)gallons? 11. In a company, they decided to give a code to each.... and every employee need to have it. The code would be having first four alphabets from 'a' to 'z' but it should not be 'a' , 'e' , 'i' , 'o' , 'u' & 'p' and last three digits can be any from 0 to 9. If the numbers can be repeated then the total number of codes that can be generated from these digits is? 12. Given that 5(2^2 - 2^n)>20 Col a: n Col b: 4 13. X and Y are positive integers and X-2/10 = Y Col A: Units digit of Y Col B: Tens digit of X. 14. In a rectangular co-ordinate system point ( 5,5) is equidistant from pt (x,0) and pt (y,0) cola : x intercept col b: y intercept 15. Given a point (-2,3) which lies on xy plane. What is the x-intercept? 16. (3^x) + 1/ (3^x) = ______ . What is the least possible value of the equation? A. 0 B. 1 C. 2^(1/3) D. 3^(1/3) 17. Given Set S = {1,2,3,4,6,8} and T = {1,2,3,6,8}. If S * T = P , i.e if multiply every number of 'S' with 'T' then how many number of total different values we can get in set 'P'? 18. There are 25 positive integers and each integer is a multiple of m. Highest of these integers is 250. Col A: m Col B: 5 IMO D [max value of m can be 10 when each 25 no:s r different and min m is 1 1 19. Scott bought x number of things at 50$, y number of things at 100 $ where y is greater then x. Col A: Mean of X and y Col B: 50 IMO D 20.A triangle PQR was given in which lengths of two sides were given as QR = 12 , PR = 13 and the perimeter of the triangle was 32. Col A: Measure of angle of Q Col B: 90 IMO B 21.M^2 = 4^x+4^x+4^x+4^x. What is the value of M? 22.Given a circle with centre 'O' & radius 4. Two tangents are drawn from a point 'S'.... on to the circle at points 'P' and 'R' and joined to 'O'. Find the area of the arc 'POR' if the angle between the two tangents is given as 60degrees. 23.How many maximum non-overlaping divisions can be made in a rectangular by drawing 3 straight line ans:6 24.John wrote a phone number on a note that was later lost. John can remember that the number had 7 digits, the digit "1" appeared in the last three places and "0" did not appear at all. What is the probability that the phone number contains at least two prime digits? a) 15/16 b) 11/16 c) 11/12 d) 1/2 e) 5/8 25.Given that 'm' and 'h' are two positive integers. If 10^50*m+h is divisible by 9, then Col A: Remainder when 'm+h' is divided by 9 is Col B: 5 IMO B
  17. Thank u.......nw i got that.......
  18. Can anyone provide reasoning for this?????????????
  19. sorry, no ans available with me.......need the approach.......
  20. I need approach.......pls help me.........:rolleyes: 1.An old man dialing a telephone number of eight digits for gets the last two digits but remembers that they are different .the probability that he dails the right number is----- 2. in a square abcd , p is an interior point. The probability that angle apb is obtuse A pi/2 B pi/4 C pi/3 D pi/8 E pi/5 3. a car will hold 2 in front seat and 1 in the rear seat. In 6 persond 2 can drive. Find the number of ways in which they can seated ? 4. A B C are three mutually exclusive and exhaustive events. P(E) represents the probability of event E happening 1/3p©= 1/2 p(A)=P(B). find p(B) ? 5. Find the number of ways 6 prizes can be distributed 3 different students so that each receives 2 prizes 6. find probability of drawing a king and queen of the same color from a pack of cards with out replacing the cards--------- 7. the roots of the equation X^2-3(2m+4)X+m^2+18m+11=o are reciprocal of each other than the possible values of m are------ 8.a gardener sets 180 plants in rows. each row contain the same number of plants \. if there were 40 more plants in each row, the gardener wood need 6 fewer rows. how many rows are there------- 9. some clay is shaped into a sphere with a radius of 2 inches . if more clay is added to the original sphere so that radius is increased by 4inches, then the volume of new sphere is how many times greater than the volume of old sphere----
  21. GRATIS: (A) unsatisfactory (B) gratuitous © baneful (D) commensurable (E) extravagant :rolleyes:
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