Question #17514

On Friday Henry bought a CD for 40% off the regular price of $22.00, ot including tax. The next day the CD that Henry had bought was marked down to 65% off its regular price. How much more money would Henry have saved, not including tax, if he had waited until Saturday to buy the CD?

Expert's answer

The Friday price is Pfriday=(1−0.40)⋅Pregular=0.60⋅$22=$13.2P_{friday} = (1 - 0.40) \cdot P_{regular} = 0.60 \cdot \$22 = \$13.2.

The Saturday price is Psaturday=(1−0.65)⋅Pregular=0.35⋅$22=$7.7P_{saturday} = (1 - 0.65) \cdot P_{regular} = 0.35 \cdot \$22 = \$7.7.

So, he could save ΔP=Pfriday−Psaturday=$13.2−$7.7=$5.5\Delta P = P_{friday} - P_{saturday} = \$13.2 - \$7.7 = \$5.5.

Answer: \$5.5.

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