Question 958892: Could you help me solve this?
On Marika's 8th birthday, in 2004, her father said, ''My age is now four times your age.'' In what year will Marika's father be able to say, ''My age is now three times your age,'' on Marika's birthday?
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Answer by MathTherapy(10552)   (Show Source):
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Could you help me solve this?
On Marika's 8th birthday, in 2004, her father said, ''My age is now four times your age.'' In what year will Marika's father be able to say, ''My age is now three times your age,'' on Marika's birthday?
Thanks! Hope you can get back on me soon.
Since Marika’s was 8 in 2004, then her father was: 4(8), or 32 then
Let the year when her father can say that he’s 3 times her age, be y
Then we can say that: 32 + y = 3(8 + y)
32 + y = 24 + 3y
y – 3y = 24 – 32
– 2y = - 8
y, or amount of years after 2004 when her father can say that he’s 3 times her age =  , or 4
This means that he will be 3 times her age in 4 years’ time, or in  (2004 + 4)
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