Question
Four years ago, the combined ages of Linda and Joan was
56 years. Four years hence, the ratio of their ages will be 4:5. Find the current age of Linda.Solution
ATQ, Let the future ages of Linda and Joan be 4x and 5x respectively, four years from now. The sum of their ages four years from now = 4x+5x = 9x. Four years ago, the sum of their ages = 56. Their combined ages today = 56+8 = 64. 9x = 64+8 = 72. Solving for x, 9x = 72 = x = 8 Age of Linda four years from now = 4x = 4×8 = 32 years. Current age of Linda = 32−4 = 28 years.
AZ – BZ means ‘AZ is the mother of BZ’;
AZ x BZ means ‘AZ is the sister of BZ’;
AZ ÷ BZ means ‘AZ is the daughter of BZ’
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M _ Q _ R ...
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