Translate the statement into an equation. The sum of a number and 18 is -29. The equation is ◻. (Do not simplify.)

Define Unknown Number: Let's denote the unknown number as x. The problem states that the sum of this number and 18 is -29. We can write this as an equation: x + 18 = -29 This is the equation we are looking for.Solve Equation: Now, we need to check if the equation is correct by substituting a value for x that would make the equation true. If we subtract 18 from both sides of the equation, we should find the value of x. x + 18 - 18 = -29 - 18 x = -47Verify Solution: To verify our solution, we substitute x = -47 back into the original equation to see if the left side equals the right side. -47 + 18 = -29 -29 = -29 This shows that our equation is correct.

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Precalculus

Find the magnitude of a vector scalar multiple

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Q. Translate the statement into an equation.

\newline

The sum of a number and

18

-29

\newline

The equation is

\square

. (Do not simplify.)

Define Unknown Number: Let's denote the unknown number as $x$ . The problem states that the sum of this number and $18$ is $-29$ . We can write this as an equation: $\newline$ $x + 18 = -29$ $\newline$ This is the equation we are looking for.
Solve Equation: Now, we need to check if the equation is correct by substituting a value for $x$ that would make the equation true. If we subtract $18$ from both sides of the equation, we should find the value of $x$ . $x + 18 - 18 = -29 - 18$ $x = -47$
Verify Solution: To verify our solution, we substitute $x = -47$ back into the original equation to see if the left side equals the right side. $\newline$ $-47 + 18 = -29$ $\newline$ $-29 = -29$ $\newline$ This shows that our equation is correct.