Let's calculate the number of bracelets Evan and Dorina each make.
Evan's production:
- First day: 10 bracelets
- For the next 5 days, he makes 8 bracelets each day.
Total bracelets Evan makes: \[ 10 + (8 \times 5) = 10 + 40 = 50 \text{ bracelets} \]
Dorina's production:
- First day: 8 bracelets
- For the next 5 days, she makes a bracelets each day (since "a" is unspecified here, let's call it "a").
Total bracelets Dorina makes: \[ 8 + (a \times 5) = 8 + 5a \text{ bracelets} \]
Now, to find the total number of bracelets made by both Evan and Dorina: \[ \text{Total} = \text{Evan's bracelets} + \text{Dorina's bracelets} \] \[ \text{Total} = 50 + (8 + 5a) = 58 + 5a \]
Thus, the total number of bracelets they make in six days is: \[ 58 + 5a \]
Since the value of "a" is not provided, this expression represents the total number of bracelets they made. If you provide a specific value for "a", I can compute the exact total.