sum of present age of sailja and payal is 29year .if sailja is younger and the difference of their ages 3year ago was 5year, find their ages 2year from now . "answer please "
Answers
Answered by
15
If sum of present age of sailja and payal is 29
S+P =29 (1)
3 years ago, ages will be (S-3) and (P-3)
So, if the difference of their ages 3year ago was 5
(P-3) - (S-3) = 5
P - S = 5 (2)
By adding (1) and (2),
S+P+P-S = 29+5
2P = 34
P = 17
Now putting this value in (1)
S+17=29
S=12
Ages 2 years from now
P+2 = 19
S+2=14
S+P =29 (1)
3 years ago, ages will be (S-3) and (P-3)
So, if the difference of their ages 3year ago was 5
(P-3) - (S-3) = 5
P - S = 5 (2)
By adding (1) and (2),
S+P+P-S = 29+5
2P = 34
P = 17
Now putting this value in (1)
S+17=29
S=12
Ages 2 years from now
P+2 = 19
S+2=14
Answered by
6
Hi friend ✋✋✋✋
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Your answer
---------------------
SOLVING (BY METHOD OF COMPARISON)
------------------------------------------------------------------
Let Sajita's present age be x and Payal's present age be y.
Then,
----------
According to the question,
----------------------------------------
x + y = 29 ......(i)
(y - 3) - (x - 3) = 5 .....(ii)
From equation (i) , we get,
---------------------------------------
x = 29 - y ....(iii)
From equation (ii), we get,
---------------------------------------
(y - 3) - (x - 3) = 5
=> y - 3 - x + 3 = 5
=> y - x = 5
=> x = - 5 + y .....(iv)
Now, comparing the values of x from equation (i) and (ii), wet get,
29 - y = - 5 + y
=> y + y = 29 + 5
=> 2y = 34
=> y = 34/2
=> y = 17
Now,
--------
Payal's present age = y = 17 years
Sajita's present age = x = 29 - y = 29 - 17 = 12 years
Then,
After two years ,
-------------------------
Sajita's age = 12 + 2 = 14 years
Payal's age = 17 + 2 = 19 years
HOPE IT HELPS
---------------
Your answer
---------------------
SOLVING (BY METHOD OF COMPARISON)
------------------------------------------------------------------
Let Sajita's present age be x and Payal's present age be y.
Then,
----------
According to the question,
----------------------------------------
x + y = 29 ......(i)
(y - 3) - (x - 3) = 5 .....(ii)
From equation (i) , we get,
---------------------------------------
x = 29 - y ....(iii)
From equation (ii), we get,
---------------------------------------
(y - 3) - (x - 3) = 5
=> y - 3 - x + 3 = 5
=> y - x = 5
=> x = - 5 + y .....(iv)
Now, comparing the values of x from equation (i) and (ii), wet get,
29 - y = - 5 + y
=> y + y = 29 + 5
=> 2y = 34
=> y = 34/2
=> y = 17
Now,
--------
Payal's present age = y = 17 years
Sajita's present age = x = 29 - y = 29 - 17 = 12 years
Then,
After two years ,
-------------------------
Sajita's age = 12 + 2 = 14 years
Payal's age = 17 + 2 = 19 years
HOPE IT HELPS
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