Given a sequence of ten numbers, if the first number is 2 and each other number is the square of the preceding term then the 10th number is
A) between 10^10 and 10^15
B) between 10^25 and 10^50
C) between 10^50 and 10^75
D) more than 10^100
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Answer:
D
Step-by-step explanation:
the terms of sequence are 2,2^2,2^4,2^8,2^16,2^32,2^64,2^128,2^256,2^512
tenth term is 2^512=16^128 which is clearly greater than 10^100 so D
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