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Solve the equation for the variable.
What should you do to the circled number to move it to the other side of the equation?

8-k=-60
A. add
6k
B. multiply by
6k
C. subtract
-5k
D. none of the above

Solve the equation for the variable. $\newline$ What should you do to the circled number to move it to the other side of the equation? $\newline$ $8-k=-60$ $\newline$ A. add $6 \mathrm{k}$ $\newline$ B. multiply by $6 \mathrm{k}$ $\newline$ C. subtract $-5 \mathrm{k}$ $\newline$ D. none of the above

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Find the missing exponent or base

Full solution

Q. Solve the equation for the variable.

\newline

What should you do to the circled number to move it to the other side of the equation?

\newline

8-k=-60

\newline

A. add

6 \mathrm{k}

\newline

B. multiply by

6 \mathrm{k}

\newline

C. subtract

-5 \mathrm{k}

\newline

D. none of the above

Identify circled number: First, let's identify the circled number, which is not given here, but assuming it's the $-k$ since that's what we need to move, we'll proceed with that.
Isolate $k$ : To isolate $k$ , we need to get rid of the $-1$ that is multiplied by $k$ (since $-k$ is the same as $-1$ * $k$ ). To do this, we should add $k$ to both sides of the equation.
Add $k$ to both sides: So, we add $k$ to both sides: $8-k+k=-60+k$ , which simplifies to $8=-60+k$ .
Move $8$ to other side: Now, to solve for $k$ , we need to move the $8$ to the other side by subtracting $8$ from both sides: $8-8=-60+k-8$ , which simplifies to $0=-60+k-8$ .
Solve for k: After simplifying, we get: $k=-60-8$ , which means $k=-68$ .

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