porportion

TamaraHill

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Scott is going to Florida in March. On line, he finds a room in a hotel that is normally 140 per night for $58.20 per night. What is the rate of discount on the room?


58.20x=140.00=2.40%
 
TamaraHill said:
Scott is going to Florida in March. On line, he finds a room in a hotel that is normally 140 per night for $58.20 per night. What is the rate of discount on the room?


58.20x=140.00=2.40%

Let the rate of discount = d %

Then

selling price = original price * (1 - d/100)

selling price = 58.20

original price = 140

58.2 = 140 * (1 - d/100)

Now solve for 'd'
 
\(\displaystyle Another \ way, \ to \ wit:\)

\(\displaystyle \$140.00-\$58.20 \ = \ \$81.80\)

\(\displaystyle \frac{\$81.80}{\$140.00} \ \dot= \ .584285714286 \ \dot= \ 58.4\%\)

\(\displaystyle Note: \ To \ avoid \ confusion, \ suppose \ that,\)

Scott is going to Florida in March. On line, he finds a room in a hotel that is normally $150.00 per night for $50.00 per night. What is the rate of discount on the room?

\(\displaystyle Hence, we \ easily \ see \ that \ the \ room \ is \ \$100.00 \ less \ than \ usual, \ ergo \ we \ save \ {\$100.00/\$150.00\)

\(\displaystyle or \ \frac{2}{3} \ which \ is \ the \ discount, \ 66\% \ of \ the \ usual \ price \ of \ the \ room \ (\$150.00).\)
 
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