Question

question brayden runs a farm stand that sells raspberries and grapes. yesterday brayden sold 44 pounds of raspberries and 43 pounds of grapes for a total revenue of $217. today he sold 45 pounds of raspberries and 18 pounds of grapes for a total revenue of $144. write a system of equations that could be used to determine the price of each pound of raspberries and the price of each pound of grapes. define the variables that you use to write the system. answer attempt 1 out of 2 let = let = system of equations:

Explanation:

Step1: Define variables

Let $x$ be the price per pound of raspberries and $y$ be the price per pound of grapes.

Step2: Write first - day equation

Yesterday, 44 pounds of raspberries and 43 pounds of grapes were sold for $217. So the equation is $44x + 43y=217$.

Step3: Write second - day equation

Today, 45 pounds of raspberries and 18 pounds of grapes were sold for $144. So the equation is $45x + 18y=144$.

Answer:

Let $x =$ the price per pound of raspberries.
Let $y =$ the price per pound of grapes.
System of Equations:
$44x + 43y = 217$
$45x + 18y = 144$