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Answer :
Let [tex]$m$[/tex] be the number of times the lawn is mowed in a month. The lawn company charges a fixed fee of \[tex]$50 per month plus \$[/tex]35 for each time the lawn is mowed. This means the total monthly cost, [tex]$T$[/tex], can be expressed as
[tex]$$
T = 50 + 35m.
$$[/tex]
The customer plans to spend no more than \[tex]$170 per month. Therefore, the inequality that represents this situation is
$[/tex][tex]$
50 + 35m \leq 170.
$[/tex][tex]$
Thus, the correct inequality is
$[/tex][tex]$\boxed{50 + 35m \leq 170.}$[/tex]$
[tex]$$
T = 50 + 35m.
$$[/tex]
The customer plans to spend no more than \[tex]$170 per month. Therefore, the inequality that represents this situation is
$[/tex][tex]$
50 + 35m \leq 170.
$[/tex][tex]$
Thus, the correct inequality is
$[/tex][tex]$\boxed{50 + 35m \leq 170.}$[/tex]$
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