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1384849x=2818374+10293881384849x = 281837^4 + 1029388

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Q. 1384849x=2818374+10293881384849x = 281837^4 + 1029388
  1. Identify Equation Structure: Identify the structure of the equation.\newlineThe equation is in the form of ax=b+cax = b + c, where aa, bb, and cc are known numbers, and xx is the variable we need to solve for.
  2. Calculate b4b^4: Calculate the value of b4b^4, where b=281837b = 281837.\newline2818374=(281837)(281837)(281837)(281837)281837^4 = (281837)(281837)(281837)(281837)
  3. Perform b4b^4 Calculation: Perform the calculation of b4b^4.\newlineSince the number is large, we can use a calculator to find the value of 2818374281837^4.\newline2818374=6316006732840961281837^4 = 6316006732840961
  4. Add cc to Result: Add cc to the result of b4b^4 to get the right-hand side of the equation.\newlineRight-hand side = 6316006732840961+10293886316006732840961 + 1029388\newlineRight-hand side = 63160067338703526316006733870352
  5. Divide by aa: Divide the right-hand side by aa to solve for xx.x=63160067338703521384849x = \frac{6316006733870352}{1384849}
  6. Perform Division: Perform the division to find the value of xx.x=4560004x = 4560004