A, B and C have a few chocolates among themselves. A gives to each of the other two half the number chocolates they already have. Similarly B and C (in that order) give each of the other two half the number of chocolates each of them already has. Now, if each of them has the same number of chocolates, what could be the minimum number of chocolates they have among themselves?
Correct Answer : B
The two series a1, a2, ……… and b1, b2, ……. are two arithmetic progressions, where a1+ b1= 100 and a24– a21= b97– b100. Find the sum of the 100 terms (a1+ b100), (a2+ b99),…………. (a100+ b1).
How is Venkat’s brother’s father’s brother’s father’s daughter’s sister’s daughter’s brother related to Venkat?
The 288th term of the series a, b, b, c, c, c, d, d, d, d, e, e, e, e, e, f, f, f, f, f, f…. is