Let {xn} and {yn} be real sequences. a) Suppose that xn > 0 and yn > 0

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Let {xn} and {yn} be real sequences.
a) Suppose that xn > 0 and yn > 0 for each n ˆŠ N. Prove that
Let {xn} and {yn} be real sequences.a) Suppose that xn

provided that the product on the right is not of the form 0 €¢ ˆž. Show by example that this inequality can be strict.
b) Suppose that xn

Let {xn} and {yn} be real sequences.a) Suppose that xn

provided that none of these products is of the form 0 €¢ ˆž.

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