Question

03. A sum of money is distributed among A, B, C and D in the proportion of 5:2:4:3 If C gets ₹1000 more than D then what is D's share and how much money has distributed all together between them?
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Answer 1

Answer:

The share of D is 3000₹, total amount = 14,000₹

Step-by-step explanation:

   Given that A sum of amount is distributed among A, B, C and D  

   in the proportion of 5 :2 :4 :3  which mean the ratio of amount distributed among A, B, C and D  is equals to 5: 2: 4: 3

  let the amounts distributed among A, B, C and D are $5x$, $2x$, $4x$ and  $3x$

  because the amounts are in 5: 2: 4: 3

  C gets ₹1000 more than  D    

  ∴  difference between C and D amounts = 1000₹

                                          $4x -3x = 1000$

                                           $x =1000$

   the share of D = $3x = 3(1000)$ = 3000

  share of A = $5x = 5(1000)= 5000$

  share of  B=$2x$ = 2(1000) =2000

  share of C= $4x$ = 4(1000) = 4000

   the total amount shared between them =   $5x + 2x+ 4x+ 3x$

                                    =5(1000) +2(1000) +4(1000) +3(1000)

                                    = 5000+ 2000+ 4000+3000

                                    = 14000₹