The baxter family bought 6 bags of roasted almonds and 4 juice drinks for $16.70. The Adams family brought 3 bags of roasted almond and 4 juice drinks for $10.85. Find the price of a bag of roasted almonds and the price of a juice drink.

Respuesta :

Step-by-step explanation:

Do 16.70-10.85= x divide the answer (x) by three that's the price of a bag of roasted almonds. So take the price of a bag of almonds times three. take that answer and subtract it from 10.85 when you have that answer divide it by 4.

Ver imagen KielieCooper

Answer: It costs $1.95 for a bag of roasted almonds, and $1.25 for a juice pack.

Step-by-step explanation: First, make an equation with the given numbers. 6x + 4y = 16.70. This equation represents the Baxter family. Next, you’re going to add 3x + 4y = 10.85 to the first equation. You’re going to end up with the equation 3x = 5.85. Divide both sides by 3, and our x is 1.95.

Now, for 3x + 4y = 10.85. Substitute x for 1.95. Multiply. Now you have 5.85 + 4y = 10.85. Subtract both sides by 5.85. Then divide both sides by 4. You should get y = 1.25.

Let’s check our answers to see if it’s right.

The Baxter family bought 6 bags of almonds and 4 juice packs for $16.70. If a bag of almonds cost $1.95 and a juice pack costs $1.25, multiply. 1.95 x 6 = 11.7; 1.25 x 4 = 5; 11.7 = 5 = 16.7

ACCESS MORE
EDU ACCESS