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Anita is making headbands for her softball team. She needs a total of [tex]\(\frac{3}{4}\)[/tex] yard of fabric. Select all types of fabric that cost less than [tex]\(\$8\)[/tex] per yard.

\begin{tabular}{|c|c|c|}
\hline
Fabric Type & Fabric & Total Cost for [tex]\(\frac{3}{4}\)[/tex] Yard (\$) \\
\hline
Cotton & Cotton & 5.54 \\
\hline
Flannel & Flannel & 2.62 \\
\hline
Fleece & Fleece & 4.27 \\
\hline
Terry Cloth & Terry Cloth & 6.52 \\
\hline
\end{tabular}


Sagot :

To determine which types of fabric Anita can buy for her headbands, we need to look at the costs per yard and select those that are less than [tex]$8 per yard. She needs a total of \(\frac{3}{4}\) yard of fabric. Let's analyze the costs of the different fabrics provided in the table: Here is the price per yard for each type of fabric: - Cotton: \$[/tex]5.54 per yard
- Flannel: \[tex]$2.62 per yard - Fleece: \$[/tex]4.27 per yard
- Terry Cloth: \[tex]$6.52 per yard Since we are interested only in fabrics that cost less than \$[/tex]8 per yard, we will compare each fabric's cost per yard with \[tex]$8: - Cotton: \$[/tex]5.54 < \[tex]$8 - Flannel: \$[/tex]2.62 < \[tex]$8 - Fleece: \$[/tex]4.27 < \[tex]$8 - Terry Cloth: \$[/tex]6.52 < \[tex]$8 All of these prices are less than \$[/tex]8 per yard. Therefore, Anita can choose from any of the following fabrics that cost less than \$8 per yard:
- Cotton
- Flannel
- Fleece
- Terry Cloth