Answer :

To solve the equation [tex]3701 + A \times 7 = 20000 - 9763[/tex], we need to follow a step-by-step approach.


  1. Simplify the Right Side of the Equation:

    First, simplify the right side:
    [tex]20000 - 9763 = 10237[/tex]


  2. Substitute the Simplified Value:

    Now the equation becomes:
    [tex]3701 + A \times 7 = 10237[/tex]


  3. Isolate the term involving [tex]A[/tex]:

    Subtract 3701 from both sides of the equation:
    [tex]A \times 7 = 10237 - 3701[/tex]

    Calculate the subtraction:
    [tex]10237 - 3701 = 6536[/tex]

    So now we have:
    [tex]A \times 7 = 6536[/tex]


  4. Solve for [tex]A[/tex]:

    To find [tex]A[/tex], divide both sides by 7:
    [tex]A = \frac{6536}{7}[/tex]

    Calculating the division:
    [tex]A = 934.857142857...[/tex]

    Since [tex]A[/tex] is typically expected to be an integer in simple math problems, double-check if there was a misinterpretation, or if an exact integer wasn't the expected result. However, with the provided setup, [tex]A[/tex] is approximately 934.86.



In summary, unless specifically stated [tex]A[/tex] should be an integer, the calculated [tex]A[/tex] indicates an approximate result of 934.86 given the inputs.

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