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Balaji, Arun, Prasad and Vimal are business partners. Their profit is shared in the ratio 3:5 : 9:13 respectively. If the share of prasad is 1800 Rs more than share of Balaji, then what is the total amount of share received by Arun and Vimal?
  • a)
    5400
  • b)
    4700
  • c)
    6200
  • d)
    3600 
Correct answer is option 'A'. Can you explain this answer?
Verified Answer
Balaji, Arun, Prasad and Vimal are business partners. Their profit is ...
The total ratio value is 3 + 5 + 9 + 13 = 30  
Share of Prasad = 9x /30 = 3x /10
Share of Balaji = 3x/30 = x / 10
From the question
Prasad = 18000 + Balaji
So, Prasad share – Balaji share = 1800 

x = 9000
Amount of share received by Arun & Vimal  

= 18 x 300
= 5400
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Most Upvoted Answer
Balaji, Arun, Prasad and Vimal are business partners. Their profit is ...

Given information:
- Profit sharing ratio: 3:5:9:13
- Prasad's share is 1800 Rs more than Balaji's share

Solution:

Step 1: Calculate the common ratio multiplier
- Let the common ratio multiplier be x.
- Balaji's share = 3x
- Arun's share = 5x
- Prasad's share = 9x
- Vimal's share = 13x

Step 2: Set up the equation for Prasad's share
- Prasad's share (9x) = Balaji's share (3x) + 1800
- 9x = 3x + 1800
- 6x = 1800
- x = 300

Step 3: Calculate each partner's share
- Balaji's share = 3x = 3 * 300 = 900 Rs
- Arun's share = 5x = 5 * 300 = 1500 Rs
- Prasad's share = 9x = 9 * 300 = 2700 Rs
- Vimal's share = 13x = 13 * 300 = 3900 Rs

Step 4: Calculate the total share received by Arun and Vimal
- Total = Arun's share + Vimal's share
- Total = 1500 + 3900 = 5400 Rs

Therefore, the total amount of share received by Arun and Vimal is 5400 Rs. Option A is the correct answer.
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Balaji, Arun, Prasad and Vimal are business partners. Their profit is shared in the ratio 3:5 : 9:13 respectively. If the share of prasad is 1800 Rs more than share of Balaji, then what is the total amount of share received by Arun and Vimal?a)5400b)4700c)6200d)3600Correct answer is option 'A'. Can you explain this answer?
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