Type the correct answer in each box. lessica has \( \$ 24 \) and plans to spend it all at the grocery store. She wants to purchase bags of carrots and bagels. Bags of carrots cost \( \$ 2 \) each, and bagels cost \( \$ 3 \) per bag. Let \( x \) represent the number of bags of carrots and y represent the number of bags of bagels. Complete the equation in standard form that models this scenario. ( ) \( x+(\square) \)

To model the scenario where Lessica has $24 and plans to spend it all at the grocery store, purchasing bags of carrots and bagels, we can set up an equation based on the given information. Let: - \( x \) represent the number of bags of carrots - \( y \) represent the number of bags of bagels The cost of each bag of carrots is $2, and the cost of each bag of bagels is $3. The total cost of the carrots is \( 2x \) dollars, and the total cost of the bagels is \( 3y \) dollars. Since Lessica has $24 to spend, the total cost of the carrots and bagels should equal $24. Therefore, the equation in standard form that models this scenario is: \[ 2x + 3y = 24 \] So, the correct equation in standard form is \( 2x + 3y = 24 \).