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How old is a mother now 3 times as her daughter?

How old is a mother now 3 times as her daughter?

Since the mother’s age is now 3 times the daughter’s age and the daughter is now 15, the mother is 45. A woman is currently three times as old as her daughter. Four years ago she was four times as old as her daughter was then. What are their current ages? A woman (w) is (=) currently three times (3*) as old as her daughter (d).

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What is the mother’s age now 6 years ago?

The mother’s age 6 years ago was equal to 5 (x – 6). The mother’s current age is given as 3x. The equation to solve is: Since the mother’s age is now 3 times the daughter’s age and the daughter is now 15, the mother is 45. A woman is currently three times as old as her daughter.

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What is the age difference between a woman and her daughter?

A woman is 3 x as old as her daughter, so we’re basing the mother’s Age on the daughter’s Age (both at the current time), so 4A. Now, six years ago, their ages added up to 36, so 4A-6=36, reciprocate: 4A=42, 42 divided by 4 tells us A = 10.5, so the woman is 31 years 6 months old (10.5*3=31.5), the daughter is 10 years 6 months.

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What is the sum of the ages of 6 years ago?

Six years ago the sum of their age was 36. You can do this in your head without simultaneous linear equations by observing that, if 6 years ago the sum of their ages was 36, it must now be 48. If the mother is three times as old as the daughter, the daughter is 1/4 of 48 years old, or 12. Mom’s 36.