Answer:
[tex]p=96-0.3125(96)+0.09875(96)[/tex]
Step-by-step explanation:
Givens
The expression that represents this situation is
[tex]p=96-0.3125(96)+0.09875(96)\\p=96-30+9.48\\p=75.48[/tex]
Where [tex]p[/tex] represents the final price.
The first term expresses the initial price.
The second term is about the discount which has to be negative.
The final term is about the sales tax which must be added to have the total price.
Therefore, the final price is $75.48, and the expression is [tex]p=96-0.3125(96)+0.09875(96)[/tex]