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After changing the amount of time he works, Samuel has begun earning a salary of $48,854\$48,854. That is 48%48\% less than before. How much did Samuel's salary use to be?\newline$\$____

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Q. After changing the amount of time he works, Samuel has begun earning a salary of $48,854\$48,854. That is 48%48\% less than before. How much did Samuel's salary use to be?\newline$\$____
  1. Understand Problem: Understand the problem and set up the equation.\newlineSamuel's current salary is $48,854\$48,854, which is 48%48\% less than his original salary. Let the original salary be xx.\newlineEquation: x−0.48x=$48,854x - 0.48x = \$48,854
  2. Set Up Equation: Simplify the equation to solve for xx.x−0.48x=$(48,854)x - 0.48x = \$(48,854)0.52x=$(48,854)0.52x = \$(48,854)
  3. Simplify Equation: Divide both sides by 0.520.52 to isolate xx.\newlinex=$(48,854)0.52x = \frac{\$(48,854)}{0.52}\newlinex=$(94,000)x = \$(94,000)

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