At exactly midnight, a thief tries to steal a car from a garage. 2 full minutes are gone before the guard arrives at the scene and starts running after the burglar. At 12 : 05 :00, the burglar panics and slips. By the time he gets up, 10 seconds are gone and the guard has caught up with him . Had he not fallen, the thief would have reached a safe hideout which was at a distance of 3560 m from the museum at 12 : 05 : 56 hours. What was the running speed of the security guard ?
The price of Darjeeling tea (in rupees per kilogram) is 100 + 0.10 n, on the nthday of 2007 (n = 1, 2, ..., 100), and then remains constant. On the other hand, the price of Ooty tea (in rupees per kilogram) is 89 + 0.15n, on the nthday of 2007 (n = 1, 2, ..., 365). On which date in 2007 will the prices of these two varieties of tea be equal?
A box contains 20 bulbs . The probability that it contains 2 defective bulbs is 0.4 and the probability that it contains 3 defective bulbs is 0.3 . Bulbs are drawn without replacementone by one and tested for the defective bulb . What is the probability that the experiment will end at the twelfth testing?
hey guys, is there any link like PREPATHON, this year also. last year it was a very good thread for systematic topic wise preparation of quant topics, please send me the link or any notification if there is any such link this year also. ..... if not ... i m waiting for it .....😁
there is a cask full of mik. E litres are drawn from the cask, it is then filled with water. this process is repeated now ratio of milk to water is 16:9. what is capacity of cask in liters?? options : 1.E+9 2.9E 3.5E 4.cannot be determined
z is a number in decimal system such that z=260*1024+73*512+128*129+81+9..let y be the octal representation of z..how many times will the digit 3 be there in y??? options : 1)2 2)3 3)4 4)5
If n is a natural number and the integers x1,x2,x3,x4.....xn are such that (x1*x2)+(x2*x3)+(x3*x4)+(xn-1*xn)+(xn*x1)-(x1*x2*x3*x4......xn) is even then which of the following statements are true
For all even values of n all the x's have to be even For all even values of n all the x's can be even For all odd values of n >1 all the x's can be odd For all odd values of n>1 all the x's have to be odd
Only 1 and 3 Only 2 and 3 Only 2 and 4 Only 1 and 4 PLease post your approach along with the answer thanks in advance
