Answer:
9 coins of 50paise and 18 coins of 25paise.
Step-by-step explanation:
Seeta Devi has Rs 9 in fifty-paise coins and twenty-five coins. She has twice as many twenty-five paise coins as she has fifty-paise coins.
Total money she had = Rs.9 = 900 paise.
Let the number of 50 paise coins be x.
Then according to the question the number of 25paise coins is = 2x.
Now, value of x coins of 50paise is = 50x
Again value of 2x coins of 25paise is = 25 × 2x = 50x
Total value of coins = 50x + 50x = 100x which is again equals to 900paise.
Framed Equation: 50x + 25 × 2x = 900
100x = 900
=> x = 9
Now, let's move to what we considered.
The number of 50paise coins = x = 9.
The number of 25paise coins = 2x = 2 × 9 = 18.
Therefore, the number of 50paise coins are 9 and the number of 25paise coins are 18.
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Answers & Comments
Answer:
9 coins of 50paise and 18 coins of 25paise.
Step-by-step explanation:
Seeta Devi has Rs 9 in fifty-paise coins and twenty-five coins. She has twice as many twenty-five paise coins as she has fifty-paise coins.
Total money she had = Rs.9 = 900 paise.
Let the number of 50 paise coins be x.
Then according to the question the number of 25paise coins is = 2x.
Now, value of x coins of 50paise is = 50x
Again value of 2x coins of 25paise is = 25 × 2x = 50x
Total value of coins = 50x + 50x = 100x which is again equals to 900paise.
Framed Equation: 50x + 25 × 2x = 900
100x = 900
=> x = 9
Now, let's move to what we considered.
The number of 50paise coins = x = 9.
The number of 25paise coins = 2x = 2 × 9 = 18.
Therefore, the number of 50paise coins are 9 and the number of 25paise coins are 18.