Your paycheck each week is $500.00. If you want to save $2000 in one year, how much should you set aside from each paycheck?

1 answer:

8 0

There are 52 weeks in a year. In order to figure out how much you have to save each week to save a total of $2000, you have to divide $2000 by 52.

2000÷52= 38.462

So to save $2000 you would have to set aside about $38.50 each week.

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Given the compound inequality:

$-44>-2x-8⩾-8$

Let's find the equivalent form of the inequality.

To find the equivalent form, let's simplify the inequality.

SInce it is a compund inequality, we are to seperate the inequalities.

Simplify the first two inequalities, then simplify the last two inequalities.

We have:

First two inequalities: -44 > -2x - 8

Last two inequalities: -2x - 8 ⩾ -8

Let's simplify both

$\begin{gathered} -44>-2x-8 \\ \\ Rewrite\text{ the inequality and change the inequality sign:} \\ -2x-8$ $\begin{gathered} \text{Second inequality:} \\ -2x-8⩾-8 \\ \end{gathered}$

Therefore, the equivalent form is: