Profit Calculation and Increase
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Questions and Answers

What is the rival company's original profit?

  • $4800 (correct)
  • $3000
  • $4200
  • $6000
  • If the rival company's profit increases by 20%, what will be its new profit?

  • $5800
  • $6080
  • $5760 (correct)
  • $5760 (correct)
  • How much more than the rival company's new profit does the company's profit need to be?

  • $3500
  • $3000 (correct)
  • $2800
  • $2500
  • What is the difference between the company's profit and the rival company's new profit?

    <p>$3000</p> Signup and view all the answers

    How much will the company's profit need to increase to remain $3000 more than the rival company's new profit?

    <p>$1400</p> Signup and view all the answers

    Study Notes

    Company Profits

    • A company's profit is $15000.
    • The company's profit is $3000 less than five times the amount of a rival company's profit.

    Rival Company's Profit

    • The rival company's profit is 1/5 of ($15000 + $3000) = $18000 / 5 = $3600.
    • The rival company's profit increases by 20%.
    • The new profit of the rival company is $3600 + (20% of $3600) = $3600 + $720 = $4320.

    Increase in Company's Profit

    • To remain $3000 more than the rival company's new profit, the company's new profit needs to be $4320 + $3000 = $7320.
    • The company's profit needs to increase by $7320 - $15000 = $5820.

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    Determine the required profit increase for a company to remain ahead of a rival company's new profit. The rival company's profit increases by 20%. Calculate the necessary increase to maintain the $3000 difference.

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