A bag contains 50P, 25P, 10P coins in the ratio 5:9:4 amounting to 206Rs. Find the number of coins of each type.
Answers
Answered by
5
Answer:
50 p coins = 5x
25 p coins = 9x
10 p coins = 4x
50(5x) + 25(9x) + 10(4x) = 20600 p
250x + 225x + 40x = 20600
515x = 20600
x = 20600/515
x = 40
50p coins = 5x = 200
25p coins = 9x = 360
10p coins = 4x = 160
Answered by
0
Answer:
50 p coins=5x
I hope this answer will help you
Similar questions