Question

For every question, evaluate the three provided quantities, compute their respective values, and analyze how they compare to each other.

Quantity I: The ages of Anoop

Q: Quantity I: The ages of Anoop and Bhanu are in the ratio of 2:3. Five years from now, Bhanu's age

ATQQuantityIAgeofBhanuis32527yearsAgeofAnoopis272318yearsAgeofChintuis18523yearsSotheaverageageis27182332266yearsQuantityIIAgeofAnoopis3813520yearsQuantityIIITheSumoftheageofSonuanddaughteris84328yearsQuantityIQuantityIIQuantityIII

and Bhanu are in the ratio of 2:3. Five years from now, Bhanu's age will be 32 years. Chintu is 5 years older than Anoop. Calculate the average age of Anoop, Bhanu, and Chintu. Quantity II: The combined ages of Anoop and Bhanu add up to 38 years. Bhanu is 5 years older than Chintu, whose age is 13 years. Determine Anoop's age. Quantity III: Sonu's age is one-third of his father's age, and the mother’s age is three times that of her daughter. If the father and mother’s ages sum up to 84 years, and both are of the same age, find the total age of Sonu and the daughter.

A Quantity I < Quantity II > Quantity Ill

B Quantity I > Quantity II = Quantity Ill

C Quantity I > Quantity II > Quantity Ill

D Quantity I > Quantity II < Quantity Ill

E Quantity I < Quantity II < Quantity Ill

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