Answer:
The inequality is [tex]l\times (3.25)\leq 107.25[/tex]
Step-by-step explanation:
Given: Area of volleyball net= [tex]107.25 ft^{2}[/tex]
Width of Volleyball net= [tex]3.25 \ ft[/tex]
Considering the volleyball net is in rectangular shape and l and w is length and width respectively.
Area of rectangle= [tex]l\times w[/tex]
Now, using formula to form inequality
⇒ [tex]l\times (3.25)\leq 107.25[/tex]
Next, using the inequality to find length of Volleyball net.
∴ [tex]l\times (3.25)\leq 107.25[/tex]
Dividing both side by 3.25
⇒ [tex]l= \frac{107.25}{3.25} = 33\ ft[/tex]
∴ l= 33 ft
The possible length of Volleyball net is 33 ft.
