Answer
The number of coins 50 paisa are 32 and number of coins of 25 paisa are 20
Step-by-step explanation:
let us assume that the number of 50 paise coin be x .
Let us assume that the number of 25 paise coin be y .
As given
A man has Rs 21 in the form of 50 paise and 25 paise coins.
As 0.01 Rupee = 1 paise
Than the equation becomes
0.01 × 50x + 0.01 × 25y = 21
Simplify the above
50x + 25y = 2100
If the total no of coins are 52.
x + y = 52
Two equations are
Multiply x + y = 52 by 50 and subtracted from 50x + 25y = 2100 .
50x - 50x + 25y - 50y = 2100 - 2600
-25y = -500
y = 20
Putting this value in x + y = 52 .
x + 20 = 52
x = 52 -20
x = 32
Therefore the number of coins 50 paise are 32 and number of coins of 25 paise are 20 .
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Answer
The number of coins 50 paisa are 32 and number of coins of 25 paisa are 20
Step-by-step explanation:
let us assume that the number of 50 paise coin be x .
Let us assume that the number of 25 paise coin be y .
As given
A man has Rs 21 in the form of 50 paise and 25 paise coins.
As 0.01 Rupee = 1 paise
Than the equation becomes
0.01 × 50x + 0.01 × 25y = 21
Simplify the above
50x + 25y = 2100
If the total no of coins are 52.
Than the equation becomes
x + y = 52
Two equations are
x + y = 52
50x + 25y = 2100
Multiply x + y = 52 by 50 and subtracted from 50x + 25y = 2100 .
50x - 50x + 25y - 50y = 2100 - 2600
-25y = -500
y = 20
Putting this value in x + y = 52 .
x + 20 = 52
x = 52 -20
x = 32
Therefore the number of coins 50 paise are 32 and number of coins of 25 paise are 20 .