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A factory sells backpacks for $\$ 40.00$ each. The cost to make $1$ backpack is $\$ 10.00$. In addition to the costs of making backpacks, the factory has operating expenses of $\$ 12,000$ per week. The factory's goal is to make a profit of at least $\$ 980$ each week. Which inequality represents the number of backpacks, $x$, that need to be sold each week for the factory to meet this goal? How many backpacks must the factory sell to meet its weekly goal?$\newline$Select the inequality that represents this situation and select the correct statement.$\newline$DRAG \& DROP THE ANSWLR$\newline$The factory must sell a minimum of $368$ backpacks to meet the weekly goal.$\newline$$$30 x+12,000 \geq 980$$$\newline$The factory must sell a minimum of $432$ backpacks to meet the weekly goal.$\newline$Inequality$\newline$EMILY WILLIAMS$\newline$Question $13$/$28$$\newline$B$\newline$BOosмана$\newline$Which of the following opress $\times$$\newline$chools org bookmarks$\newline$David Dencr Crock.$\newline$schoed things $9$ why was the diectio-$\newline$$4$ games$\newline$is tiat alye$\newline$Rchard Watterson L.$\newline$Typina Lemsons $4$$\newline$Al Bockm$\newline$($3$) EMILY WILLIAMS$\newline$($6$)$\newline$The factory must sel.