From both I and II together, we can conclude that A and B are the children of D, but the sex of A and the third child of D is not known. So, both the statements together are also not sufficient to answer the question.
From both the statements together, we can conclude that the price range of ordinary wall clocks is Rs 200 to Rs 300. Thus, both I and II are required
Clearly, the birthday of Gautam's mother can be found out from II and then Gautam's birthday can be determined using the fact given in I. Thus, both the statements are required.
From given statements, we find that K + T > S and R - K <S.
Thus. who is oldest is not known
1. Rakesh
2. Ranga
3. Raju
4. Ravi
From both the statements together, we find that D is the father of B and B is the brother of A. So,
D is the father of A.
Thus, both the given statements are needed.
From both the given statements, we find that Mr. Roy reached the bus stand at 9 AM and a bus is sure to arrive at 10 AM. So. Mr. Roy has to wait for at the most one hour.
Clearly, even both the statements together do not reveal the exact time of departure of the train today.
As given in statements I and II, we have G = V = K, V + K + A = 32 and A = V + K.
Putting V + K = A in second. we get 2A = 32 or A = 16.
Thus, V + K = 16 and V = K. So, V = K = 8. Thus, R = 8
Hence, both the statements are needed.
The information given in the three statements together is also not sufficient to answer the given question.
From both the statements together, we find that Tarun's father has three children ? Tarun and his two sisters This means that Tarun has no brother.
So, both I and II are needed.
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