According to the given table, television has a sale price of $800 and saved 20%, which means the percentage paid is 80%. Now, let's find the original price.
[tex]100\cdot\frac{800}{80}=1,000[/tex]The original price is $1,000.
The amount of discount would be the difference.
[tex]1,000-800=200[/tex]The amount of discount is $200.
If the percentage saved is 25% of $85, we solve the following.
[tex]0.25\cdot85=21.25[/tex]The amount of discount is $21.25.
The difference would be the sale price.
[tex]85-21.25=63.75[/tex]The sale price is $63.75.
The percentage paid is 75%.
According to the table, 90% represents $54. The percentage saved is 10%.
Let's find the original price.
[tex]10\cdot\frac{54}{90}=6[/tex]The amount of discount is $6.
The original price would be 6+54 = $60.
The percentage paid is 60% which is equivalent to $40.
Let's find the 40%.
[tex]40\cdot\frac{40}{60}=26.67[/tex]The amount of discount is $26.67.
The original price would be the sum.
[tex]40+26.67=66.67[/tex]The original price is $66.67.
According to the table, the percentage paid is 80%, which means the percentage saved is 20%.
We know that 20% is equivalent to $24, the money saved. Let's find the 80%.
[tex]80\cdot\frac{24}{20}=96[/tex]The sale price is $96.
The original price would be the sum.
[tex]96+24=120[/tex]The original price is $120.
The original price would be the sum of the sale price and the amount of discount.
[tex]1.50+0.50=2[/tex]The original price is $2.
Now, we divide to find each percentage.
[tex]\frac{1.50}{2}=0.75[/tex]The percentage paid is 75%.
The percentage saved is 25%.