If the daughter was 7 years old 2 years back, she is currently 9 years old.
Let's denote the current age of the husband as H and the current age of the wife as W.
From the first statement, we know that:
W = H - 6
From the second statement, we know that:
H = 5D
Where D is the current age of the daughter. Since we know that the daughter is currently 9 years old, we can substitute this value into the equation above:
H = 5(9)
H = 45
Using this value of H, we can use the first equation to solve for W:
W = 45 - 6
W = 39
Therefore, the current age of the woman is 39.
A women is 6 years younger to her husband and he is 5 times as old as his daughter. If daughter was 7 years old 2 years back, what is present age of women?
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