Solve for x

in the equation 811(x+45)=2455
.(1 point)

1 answer

To solve for \( x \) in the equation

\[ 811(x + 45) = 2455, \]

first, divide both sides by 811:

\[ x + 45 = \frac{2455}{811}. \]

Now calculate \( \frac{2455}{811} \):

\[ x + 45 \approx 3.022, \]

which can be rounded to \( 3 \) for simplicity.

Next, subtract 45 from both sides:

\[ x = 3.022 - 45, \] \[ x \approx -41.978. \]

Hence, the solution is

\[ \boxed{-41.978}. \]

If you need a more precise answer, you can keep \( x + 45 = \frac{2455}{811} \) as is, meaning

\[ x = \frac{2455}{811} - 45. \]

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