Which one of the following is true if a/b is a proper fraction?

a/b > 1

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a > b

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a < b

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a = b

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Solution

The correct option is C a < b

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Similar questions

|A|

A = {5, 7, 9, 11}, B = {9, 10}

a R b

a < b

a \in A, b \in B,

A B = A

B A = B

[A (A + B)^{- 1} B]^{- 1} = B^{- 1} + A^{- 1}

[A (A + B)^{- 1} B]^{- 1} = [A (A^{- 1} + B^{- 1}) B]^{- 1} = [(I + A B^{- 1}) B]^{- 1} = [(B + A B^{- 1} B)]^{- 1} = [(B + A I)]^{- 1} = [(B + 1)]^{- 1} = B^{- 1} + A^{- 1}

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