Suppose that Anushka had notes of ` 10 and notes of ` 50 each Anushka got ` 2500/- from Anand as denominations mentioned above \ ............. equation I If Anand would have given her the amount by interchanging number of notes, Anushka would have received ` 500 less than the previous amount \ .............. equation II
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Answered by
3
answer is 2500×500×50×10=2500×1000=
2500000
2500000
Answered by
12
HELLO DEAR,
GIVEN THAT:-
x notes of 10 Rs.
y notes of 50 Rs.
AND the sum is 2500 Rs.
NOW,
10x + 50y = 2500 -------------(1)
50x + 10y = 2000 ------------(2)
adding-----(1) & ------(2)
we get,
50x + 10y = 2000
10x + 50y = 2500
--------------------------
60x + 60y = 4500
2X + 2y = 150---------(3)
subtracting-----(1) & -----(2)
50x + 10y = 2000
10x + 50y = 2500
(-)____(-)____(-)
---------------------------
40x - 40y = -500
2X - 2y = - 25----------(4)
From-----(1) & -----(2)
2x + 2y = 150
2x - 2y = -25
-------------------
4x = 125
X = 125/4
X = 30.9 put in -----(3)
We get,
2(30.9) + 2y = 150
2y = 150 - 62.5
2y = 87.5
Y = 87.5/2
Y = 43.75
I HOPE ITS HELP YOU DEAR,
THANKS
GIVEN THAT:-
x notes of 10 Rs.
y notes of 50 Rs.
AND the sum is 2500 Rs.
NOW,
10x + 50y = 2500 -------------(1)
50x + 10y = 2000 ------------(2)
adding-----(1) & ------(2)
we get,
50x + 10y = 2000
10x + 50y = 2500
--------------------------
60x + 60y = 4500
2X + 2y = 150---------(3)
subtracting-----(1) & -----(2)
50x + 10y = 2000
10x + 50y = 2500
(-)____(-)____(-)
---------------------------
40x - 40y = -500
2X - 2y = - 25----------(4)
From-----(1) & -----(2)
2x + 2y = 150
2x - 2y = -25
-------------------
4x = 125
X = 125/4
X = 30.9 put in -----(3)
We get,
2(30.9) + 2y = 150
2y = 150 - 62.5
2y = 87.5
Y = 87.5/2
Y = 43.75
I HOPE ITS HELP YOU DEAR,
THANKS
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