To set up an equation based on the information provided, we'll need to define the variables. Let's assume:
- \( x \) represents the amount Matthew shared.
- The total amount to be shared is $800.
An equation can then be written as follows:
\[ x + y = 800 \]
Where \( y \) represents the amount shared by another person.
To solve for Matthew's share, we need additional information, such as the amount that the other person shared or some ratio of how the money was divided.
For instance, if it was known that Matthew shared half of the total amount, then the equation would be:
\[ x + x = 800 \]
or
\[ 2x = 800 \]
Solving for \( x \):
\[ x = \frac{800}{2} = 400 \]
So if Matthew shared half, he would have shared $400.
If you have a specific sharing condition (like ratios or the amount one shared compared to the other), please provide that to set up the equations accordingly and find Matthew's specific share.
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