Question

Sum of money is distributed among Ali, Baber and Saleh in ratio 3: 5: 7. If saleh and Ali receives total of Rs. 640, How much each of them received?


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Answer 1

Step-by-step explanation:

Let the Ratio be considered as X.

So, we have

3x= Ali

5x= Baber

7x= Saleh

So the total of the ratio is 3x+5x+7x= 15x.

But we are given that Saleh and Ali have 640 Rs.

That means,

3x+7x= 640

10x= 640

x= 64.

Now multiplying by 3 for Ali Rs.192

Now multiplying by 5 for Baber is Rs.320

Now multiplying by 7 for Baber is Rs. 448.

So these are the money amount they receive.

Things to Remember

• Always take assumption like X factor to find ratio
• Add the ratios to get the net total value
• Ratio sign(:) Proportionality shows division
• At last do remember to multiply the x factor by the value given.

Answer 2

Step-by-step explanation:

sum of 3+5+7=15

Amount of money Ali receives = 3/15 × 640 =128

Amount of money Baber receives = 5/15 ×640

Amount of money Salesh receives = 7/15 × 640

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