Each tire costs $62.00 plus $4.10 for shipping and handling.
That is

$66.10 per tire, if she bought 4 tires, to determine the total cost for the tires + shipping you have to multiply this cost by 4

The total cost for the 4 tires + shipment fee is $264.40
Now she had to pay $7.11 per tire for mounting and balancing, multiply the price per tire by 4 to determine the cost for mounting and balancing the 4 tires:

Mounting and balancing the 4 tires costs $28.44
The total cost for buying the tires out of state plus mounting and balancing them is

She paid a total price of $292.84 for b