TPQ: A writes all the nos. frm 1 to 1000 on paper in order. Find the 2883rd digit written by him?
we know 1 digit no = 9
2 digit numbers = 90 ... digits 2*90 = 180
3 digit numbers = 900....digits 3*900 = 2700 so it ll be a digit of 3 digit number
let us make evything into 3 digit..tthat is add 00 in front of single digit no and 0 in front of 2 digit numbers...so numbers of 0 add = 2*9 + 1*90 = 108 so ultimately digit we need to find is 2883+ 108 = 2991 now we ll divide 2991 by 3 = 997..so 7 is the last digit... so 7
thoda explain kijiye..m gettin radius as rt3+1/rt3
if u'll connect centres u'll get equilateral tri.
of side 2 . hence altitude= rt3/2(2)= rt3 now from the centre of the bigger circle to the centre of top concentric circle distance is= 2/3(rt(3)= 2/rt3 hence radius of bigger circle= 2/rt3+1= (2+rt3)/rt3 hence the area= pi*[(2+rt3)/rt3]^2
There are three pipes, A, B and C, opening into a tank. Each pipe can be used to fill or empty the tank at the same respective rate. The ratio of the rates of the three pipes at which they either fill or empty the tank is 2 : 3 : 4. Pipes A and B, working together, take 3 hours to fill the tank when both are used as inlet pipes. In the first, second and third hours of operation, the pipes, A, B and C respectively are used as emptying pipes, while the other two pipes are used as filling pipes. What is the fraction of the tank to be filled at the end of the three hours ?
All possible 6 digit numbers, in each of which the digits occur in non - increasing order (from left to right) are written in increasing order. What is the 500th number in this sequence ?OPTIONS
for this problemAll possible 6 digit numbers, in each of which the digits occur in non - increasing order (from left to right) are written in increasing order. What is the 500th number in this sequence ?OPTIONS1) 632100 2) 622110 3) 633110 4) 642100
for this problemAll possible 6 digit numbers, in each of which the digits occur in non - increasing order (from left to right) are written in increasing order. What is the 500th number in this sequence ?OPTIONS1) 632100 2) 622110 3) 633110 4) 642100