A bag contain ₹ 750 in the form of rupee, 50 p and 25 pcoins in the ratio 5: 8: 4 find the number of coins of each type.
Answers
Answer:
Total amount in the bag = Rs 750
Let the number of rupee be 5x, number of 50 paisa coin be 8x and number of 25 paisa coin be 4x
According to the question
5x(1) + 8x(0.5) + 4x(0.25) = 50
5x + 4x + x = 750
10x = 750
x = 75
Therefore,
Number of coin of rupee 5 x 75 = 375
Number of coin of 50 paisa = 8 x 75 = 600
Number of coin of 25 paisa= 4 x 75 = 300
Answer:
300 coins of 25 paise
600 coins of 50 paise
375 coins of 1 ruppee
Step-by-step explanation:
Total amount in bag = 750 rs
Ratio of coins =5:8:4
Let 1 rupee be 5X
Let 50 paise coins be 8X
Let 25 paise coins be 4X .
1 rupee = 100/100 = 1
50 paise = 50/100 = 0.5
25 paise = 25/100 = 0.25
According to this question
5X × 1 + 8X × 0.5 + 4X × 0.25 = 750 rs
5X + 4X + 1X = 750 rs
10X = 750 rs
X = 75 rs
Then
5X = 5×75 = 375 ( 1 ruppee coin )
8X = 8×75 = 600 ( 50 paise coins )
4X = 4×75 = 300 ( 25 paise coins )
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