QUESTION IMAGE
Question
solve for a and graph the solution on the number line below. -25 > -2a - 5 > -29 answer attempt 1 out of 5 inequality notation: number line: click and drag to plot line
Step1: Add 6 to all parts of inequality
\[
$$\begin{align*}
-25&>-3a - 6>-29\\
-25 + 6&>-3a-6 + 6>-29 + 6\\
-19&>-3a>-23
\end{align*}$$
\]
Step2: Divide all parts by - 3 and reverse inequality signs
\[
$$\begin{align*}
\frac{-19}{-3}&<\frac{-3a}{-3}<\frac{-23}{-3}\\
\frac{19}{3}&
\]
Step3: Graph on number - line
On the number - line, mark open circles at $\frac{19}{3}\approx6.33$ and $\frac{23}{3}\approx7.67$ and shade the region between them.
In inequality notation: $\frac{19}{3}
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Inequality Notation: $\frac{19}{3}