Twelve years later, age of Tanu will be equal to the present age of Sakhsam. Sum of Sakhsam’s age 5 years later and Tanu’s age 7 years later is 84. If age of Kishan is 60% of the present age of Tanu, then what will be Kishan’s age (in years) after 10 years?

June 24, 2023

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Question	Twelve years later, age of Tanu will be equal to the present age of Sakhsam. Sum of Sakhsam’s age 5 years later and Tanu’s age 7 years later is 84. If age of Kishan is 60% of the present age of Tanu, then what will be Kishan’s age (in years) after 10 years?
Type	multiple_choice
Option	32	incorrect
Option	28	correct
Option	24	incorrect
Option	31	incorrect
Solution	Let the age of Sakhsam, Tanu and Kishan are X , Y and Z respectively X – Y = 12 (I) X +5 +Y+7 = 84 X+Y = 72 (II) After solving equation (i) and (ii) X = 42 Y = 30 Z = 60% OF 30 = 18 After 10 year = 18 +10 = 28

In the following question, four number pairs are given. In each pair the number on left side of (–) is related to the number of the right