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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Twelve years later, age of Tanu will be equal to the present age of Sakh-sam. 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?

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

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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?

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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?

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