Answer :
Jakob buys lunch on 3 days of the week, and each lunch costs \[tex]$3.50. This means his total spending for one week is calculated by:
$[/tex][tex]$
\text{Weekly spending} = 3 \times 3.50 = 10.50 \text{ dollars}.
$[/tex][tex]$
Let $[/tex]w[tex]$ represent the number of weeks. Since the total spending is \$[/tex]84, we set up the equation:
[tex]$$
10.50w = 84.
$$[/tex]
This is equivalent to writing:
[tex]$$
(3 \times 3.50)w = 84.
$$[/tex]
Thus, the correct equation is the one represented by choice 2.
$[/tex][tex]$
\text{Weekly spending} = 3 \times 3.50 = 10.50 \text{ dollars}.
$[/tex][tex]$
Let $[/tex]w[tex]$ represent the number of weeks. Since the total spending is \$[/tex]84, we set up the equation:
[tex]$$
10.50w = 84.
$$[/tex]
This is equivalent to writing:
[tex]$$
(3 \times 3.50)w = 84.
$$[/tex]
Thus, the correct equation is the one represented by choice 2.