Answer :

Let's solve the equation given:

[tex]3701 + Ax7 = 20000 - 9763[/tex]

Step-by-step Solution


  1. Calculate the right side of the equation:
    Subtract 9763 from 20000.

    [tex]20000 - 9763 = 10237[/tex]


  2. Set up the equation:
    Now, replace the right side of the original equation with 10237, which gives:

    [tex]3701 + Ax7 = 10237[/tex]


  3. Isolate [tex]Ax7[/tex]:
    Subtract 3701 from both sides of the equation to find the value of [tex]Ax7[/tex]:

    [tex]Ax7 = 10237 - 3701[/tex]


  4. Calculate the value on the right side:
    Subtract 3701 from 10237 to get:

    [tex]Ax7 = 6536[/tex]


  5. Find the value of [tex]A[/tex]:
    Since the equation [tex]Ax7[/tex] is a number where [tex]x = 7[/tex], this suggests a multiplication. Let's look at the structure: [tex]Ax7[/tex]. Assuming [tex]x = 7[/tex] means the actual format is [tex]A \times 7[/tex].

    To find [tex]A[/tex], divide 6536 by 7:

    [tex]A = \frac{6536}{7} = 934[/tex]



Therefore, the value of [tex]A[/tex] is 934.

Other Questions