Answer:
28%
Step-by-step explanation:
-The price after the coupon discount is calculated as;
[tex]P_{ad}=P_r(1-d)\\\\=55(1-0.2)\\\\=\$44[/tex]
We reduce the discounted price by the service fee to determine the effective purchase price:
[tex]P_f=P_{ad}(1-f)\\\\=44(1-0.1)\\\\=\$\ 39.6[/tex]
#Compare this final price to the original price:
[tex]\bigtriangleup=1-\frac{Final}{Original}\\\\=1-\frac{39.6}{55}\\\\=0.28 \ \ or \ 28\%[/tex]
Hence, the final price was 28% less than the original price.