Leanne and Lance each buy a mixed bag of apples and oranges at the Fresh Fruit Stand. Leanne's bag contains 3 apples and 4 oranges, and the bag's total weight is 43 ounces. Lance's bag contains 6 apples and 9 oranges, and the bag's total weight is 93 ounces. Which system of equations below can be used to determine the weight of an apple and an orange?

(Let x represent the weight of an apple and y represent the weight of an orange.)

3x + 6y = 43
4x + 9y = 93

3x + 6y = 93
4x + 9y = 43

3x + 4y = 93
6x + 9y = 43

3x + 4y = 43
6x + 9y = 93

Question

Leanne and Lance each buy a mixed bag of apples and oranges at the Fresh Fruit Stand. Leanne's bag contains 3 apples and 4 oranges, and the bag's total weight is 43 ounces. Lance's bag contains 6 apples and 9 oranges, and the bag's total weight is 93 ounces. Which system of equations below can be used to determine the weight of an apple and an orange?

(Let x represent the weight of an apple and y represent the weight of an orange.)

    3x + 6y = 43
    4x + 9y = 93

    3x + 6y = 93
    4x + 9y = 43

    3x + 4y = 93
    6x + 9y = 43

    3x + 4y = 43
    6x + 9y = 93

jojo4eva · Answer

D 3x+4y=43
    6x+9y=93

anonymous · Answer

thnx could u help me with somemore