For the Earbuds:
The price of the earbuds is as shown in the graph below:
Evaluate the slope of the above graph.
The slope of the above graph gives the change in price of earbuds.
Thus,

Thus, the price of the earbuds is evaluated to be

For headphones:
The price of the headphones is as shown in the table below:
The price change in headphones gives the slope.
The slope is thus evaluated to be

Thus, the price of the headphones is evaluated to be

A steeper(higher) slope corresponds to a higher price. Since the slope for the headphone is higher than that of the earbud, we can conclude that the Earbud is a cheaper product.