the average age of the wife and a husband were married 7 years ago was 26 years including a child the average age of the age will be 25yrs after 2yrs.after how many years of their marriage was thr child born?
lovely4066:
pls tel me
Answers
Answered by
0
Answer :-
Let the age of wife be X
and age of Husband be Y
then 7 years ago there age
=>
=> X + Y - 14 = 52
=> X + Y = 68 .................... (i)
Now as also given that the average age of both husband and wife Along with children after 2 years = 25
let age of children be Z
then equation
=>
=> X + Y + Z + 4 = 75
=> X + Y + Z = 71
also from equation (i)
X + Y = 68
=> age of children = Z = 71 - 68
= 3 years
So children was born (7 + 2) - 3
or 6 years after their marriage
Let the age of wife be X
and age of Husband be Y
then 7 years ago there age
=>
=> X + Y - 14 = 52
=> X + Y = 68 .................... (i)
Now as also given that the average age of both husband and wife Along with children after 2 years = 25
let age of children be Z
then equation
=>
=> X + Y + Z + 4 = 75
=> X + Y + Z = 71
also from equation (i)
X + Y = 68
=> age of children = Z = 71 - 68
= 3 years
So children was born (7 + 2) - 3
or 6 years after their marriage
Answered by
1
mo
Let the age of wife be X
and age of Husband be Y
then 7 years ago there age
=> \frac{(X-7) + (Y-7)}{2} = 262(X−7)+(Y−7)=26
=> X + Y - 14 = 52
=> X + Y = 68 .................... (i)
Now as also given that the average age of both husbandwife Along with children after 2 years = 25
let age of children be Z
then equation
=> \frac{(X+2)+ (Y+2)+ Z}{3} = 253(X+2)+(Y+2)+Z=25
=> X + Y + Z + 4 = 75
=> X + Y + Z = 71
also from equation (i)
X + Y = 68
=> age of children = Z = 71 - 68
= 3 years
So children was born (7 + 2) - 3
or 6 years after their marriage
Let the age of wife be X
and age of Husband be Y
then 7 years ago there age
=> \frac{(X-7) + (Y-7)}{2} = 262(X−7)+(Y−7)=26
=> X + Y - 14 = 52
=> X + Y = 68 .................... (i)
Now as also given that the average age of both husbandwife Along with children after 2 years = 25
let age of children be Z
then equation
=> \frac{(X+2)+ (Y+2)+ Z}{3} = 253(X+2)+(Y+2)+Z=25
=> X + Y + Z + 4 = 75
=> X + Y + Z = 71
also from equation (i)
X + Y = 68
=> age of children = Z = 71 - 68
= 3 years
So children was born (7 + 2) - 3
or 6 years after their marriage
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