The incomes of Gupta and Verma are in the ratio of 9:4 and their expenditures are in the ratio of 7:3. If both save Rs. 2000, Gupta's expenditure is

• Ratio of Gupta nd verma's income => 9 : 4 => say 9x : 4x
  Ratio of their expenditure => 7 : 3 => say 7y : 3y
  both save Rs. 2000
  savings = income - expenditure
  Gupta's Savings => 9x - 7y = 2000 --->(1)
  
  Verma's Savings => 4x - 3y = 2000 --->(2)
  
  Eqn (1) - (2)
  x = 4y/5
  Sub x = 4y/5 in (2)
  16y/5 - 3y = 2000
  
  y = 10000
  x = 80000
  
  Gupta's Income => 9x => 9*80000 = 72000
  Gupta's expenditure => 7y => 7*10000 = 70000
  Verma's Income => 4x => 4*80000 = 32000
  Verma's Expenditure => 3y => 3*10000 = 30000
  
  Ans : Rs. 70000
• 10 years agoHelpfull: Yes(6) No(1)
• Gupta Expenditure= 10000 rupees.
  
  Income of gupta=9x
  Expenditure of Gupta = 7y
  
  Income of Verma = 4x
  Expenditure of Verma = 3y
  
  so equation formed will be:
  
  9x - 7y = 2000
  4x - 3y = 2000
  
  solve this both euation to get the value of 'y'
• 10 years agoHelpfull: Yes(1) No(0)
• let income of gupta is 9x RS. and verma is 4x RS.
  let expenditure of gupta is 7y RS. and verma is 3y RS.
  
  Therefore, 9x - 7y = 2000
  and 4x - 3y = 2000
  
  on solving both , we have x = 8000 and y = 10000
  
  so, the expenditure of gupta = 70000 RS.
• 10 years agoHelpfull: Yes(0) No(0)
• Gupta expenditure will be 70000.
  
  Income of gupta=9x
  Expenditure of Gupta = 7y
  
  Income of Verma = 4x
  Expenditure of Verma = 3y
  
  solve this both euation to get the value of '7y'
• 10 years agoHelpfull: Yes(0) No(0)