A 2000 rupees note was changed to 100 and 50
rupees notes, total 28 notes in all. How many 100
and how many 50?
Answers
Answered by
4
Let the number of
100₹ notes be x ====> 100(x)
Then
50₹ notes will be 28-x===> 50(28-x)
Now
Total amount = 2000₹
100(x) + 50(28-x) = 2000
100x + 1400 - 50x = 2000
50x = 2000-1400
50x = 600
x = 12
100₹ notes = 12 notes
50₹ notes = (28-12) = 16 notes
100₹ notes be x ====> 100(x)
Then
50₹ notes will be 28-x===> 50(28-x)
Now
Total amount = 2000₹
100(x) + 50(28-x) = 2000
100x + 1400 - 50x = 2000
50x = 2000-1400
50x = 600
x = 12
100₹ notes = 12 notes
50₹ notes = (28-12) = 16 notes
Answered by
2
Answer:
there will be 12 100notes and 16 50 notes
Step-by-step explanation:
let x will be no of 100/- notes and y will be no of 50/- notes
2000=100x+50y=> 40=2x+y-eq1
x+y=28-eq2
by solving equation one and two we will get x=12
y=28-12=16 HOPE YOU UNDERSTOOD PLS MARK AS BRAINLIEST
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