 7 small Decoration Christmas Balls and 2 Large Balls cost $24.xx              4 small balls and 3 large balls  cost $23.xx. What is the cost of each item? 

Let the cost of a small Christmas ball be $ s $ and the cost of a large Christmas ball be $ l $. We can set up the following system of equations based on the problem:

1. $ 7s + 2l = 24.xx $
2. $ 4s + 3l = 23.xx $

To solve for $ s $ and $ l $, we can use the method of substitution or elimination. Let's go through the steps for solving these equations systematically.

Would you like me to solve it with a specific value for "xx", or shall I use placeholders for now and show the steps?

7 small Decoration Christmas Balls and 2 Large Balls cost $24.xx. 4 small balls and 3 large balls cost $23.xx. What is the cost of each item?

Find out how to solve a system of linear equations to determine the cost of small and large Christmas balls. This step-by-step guide uses algebraic methods such as substitution and elimination, perfect for students in Grades 9-10.

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