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Quantity I: 5 years ago, the ratio of Seema and Meera's age was 8: 5. Two years hence, the ratio of their ages will becomes 5: 4 Find the present age ofMeera.
Quantity II: The age of son is half the age of mother. His sister’s age is 20 years. Age of the mother is twice the age of his sister. Find the age of the son.
Quantity: I > Quantity: II
Quantity: I ≥ Quantity: II
Quantity: I < Quantity: II
Quantity: II ≥ Quantity: I
Quantity I = Quantity II or relation cannot be established
Sum of their ages after 9 years from now = (53 + 9) + (37 + 9) = 108 years Here, Quantity I = Quantity II.
Hence, option (E) is correct.
By: Parvesh Mehta ProfileResourcesReport error
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