Answer:2 lbs each of pineapple and of banana
Step-by-step explanation:
The key is that you are given the amount of raisins to be mixed (2 pounds) and are told to mix them with equal amounts of pineapple and banana. That means that all of the other information is irrelevant. Your mix will contain 2 pounds of raisins, 2 pounds of pineapple, and 2 pounds of banana.
Answer:
5.4 Pounds
Step-by-step explanation:
We want our price/pound to be equal to $4.99
We can set our equation as such:
(2 Pound Raisin + X Pound Pineapple + X Pound Banana) / (2x + 2) = 4.99
- Substitute price of raisins
(4.58 + x Pound Pineapple + x Pound Banana) / (2x + 2) = 4.99
-Multiply both sides by (2x+2)
(4.58 + x Pound Pineapple + x Pound Banana) = 9.98 + 9.98x
x Pound Pineapple + x Pound Banana = 5.4+ 9.98x
- Substitute price of Banana and Pineapple
4.69x + 6.29x = 5.4 + 9.98x
10.98x = 4+9.98x
1x = 5.4
5.4 Pounds
x = 4
4 pounds of Bananas and Pineapples