Math, asked by dharani5431, 1 year ago

If 378 coins consist of rupee, 50 paise and 25 paise coins. whose value are proportional tp 13:11:7, the number of 50 paise coins will be

Answers

Answered by shivamdalmia
67
Let the value of rupee, 50p and 25p coins be 13x, 11x and 7x resp.

So, no. of rupee coins = 13x

no. of 50p coins = 11x ÷ 0.50 = 22x

no. of 25p coins = 7x ÷ 0.25 = 28x

So, total no. of coins we have

7x + 22x + 28x = 378

63x = 378

x = 6

So no. of 50p coins are 22x = 22 x 6 = 132 coins
Answered by tiwaavi
39
Hello Dear.

Here is the answer---


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Given →
Total Coins = 378 coins

Let the Value of Rupee, 50 paise and 25 paise be 13x, 11x and 7x respectively.

Number of 1 Rupees coins = 13x/1
                                           =  13x

Number of 50 Paise(Rs.0.50) coins = 11x/0.50
                                             
                                                         = 22x
    
Number of 25 Paise (Rs. 0.25) coins = 7x/0.25
                                                           =28x


∴ 13x + 22x + 28x = 378
⇒ 63x = 378
⇒ x = 6

Thus, Number of Rupees Coins = 13x
                                                   = 13 × 6
                                                   = 78 coins.

Number of 50 Paise coins = 11x
                                          = 11 × 6
                                          = 66 Coins

Number of 25 paise coins = 7x
                                          = 7 × 6
                                          = 42 coins.


Thus, Number of 50 Paise Coins is 66.


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Hope it helps.

Have a Marvelous Day.
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