A and B each have certain number of oranges , A says to B, " If you give me 10 oranges , I will have twice the number of oranges left with you."
B replies,"if you give me 10 of your oranges, i will have the same number of oranges as left with you ."
Find tge number of oranges with A and B seperatly.
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70 and 50. oranges respectively oranges hope this answer is helpful
Answered by
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Heya mate !!
Let A has x no. of oranges and B has y no. of oranges.
In 1st case ( if B gives 10 oranges to A) :-
x+ 10 =2(y-10)=> x-2y = -30 (equation 1)
In 2nd case (if A gives 10 oranges to B) :
y + 10 = x - 10 => x- y =20 (equation 2)
On solving equation( 1 ) and equation (2) , we get ,
x = 70
and
y = 50
Therefore, A has 70 oranges and B had 50 oranges with them !
Thanks.lol.Gst
Let A has x no. of oranges and B has y no. of oranges.
In 1st case ( if B gives 10 oranges to A) :-
x+ 10 =2(y-10)=> x-2y = -30 (equation 1)
In 2nd case (if A gives 10 oranges to B) :
y + 10 = x - 10 => x- y =20 (equation 2)
On solving equation( 1 ) and equation (2) , we get ,
x = 70
and
y = 50
Therefore, A has 70 oranges and B had 50 oranges with them !
Thanks.lol.Gst
Thelunaticgirl:
Thanks
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