Question

how can you isolate the term $-2n$?
$-2n + 7 \geq 1$
? ▲ ? ▼ on both sides.
add
subtract
multiply by
divide by

Explanation:

Step1: Identify the constant to eliminate

The inequality is $-2n + 7 \geq 1$. To isolate $-2n$, we need to remove the $+7$ term.

Step2: Subtract 7 from both sides

Subtract 7 to cancel the $+7$ on the left.
$(-2n + 7) - 7 \geq 1 - 7$
Simplifies to: $-2n \geq -6$

Answer:

Subtract 7 on both sides.