Each arrangement costs $35.85, plus $67.00 for delivery.
This can be expressed as
[tex]35.85a+67[/tex]Where a represents the arrangements.
Each arrangement costs $25.09, plus $118.00 for delivery.
[tex]25.09a+118[/tex]Where a represents the arrangements.
Now, we have to form an expression to relate both expressions.
[tex]35.85a+67<25.09a+118[/tex]This expression will give us the number of arrangements needed to get a better offer from Blooms.-
[tex]\begin{gathered} 35.85a-25.09a<118-67 \\ 10.76a<51 \\ a<\frac{51}{10.76} \\ a<4.74 \end{gathered}[/tex]Notice that we have to get less than 4.74 arrangements to get a better deal with Blooms.