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Match the sale ad.

$75.00 off a grill that is normally sells for $399.99 a) 17.5%
$115.00 off a grill that normally sells for $599.99 b) 15.0%
$35.00 off a grill that normally sells for 199.99 c) 19.2%
$45.00 off a grill that normally sells for $299.99 d) 18.8%

1 Answer

6 votes

Final answer:

To solve the student's inquiry, the discounts for each grill were calculated as percentages of their original prices. The matched discounts based on the closest calculations are 17.5% for the $35 off a $199.99 grill and 15.0% for the $45 off a $299.99 grill, however, there might be a mistake in the question as the percentages do not match the options exactly.

Step-by-step explanation:

To match each sale with the correct discount percentage, we need to calculate the percentage discount of the original price for each grill. The formula for percent discount is (discount amount / original price) * 100%. Let's work through them one by one:

  • $75.00 off $399.99: ($75.00 / $399.99) * 100% = 18.75%, which isn't an option given, so there might be a typo or mistake.
  • $115.00 off $599.99: ($115.00 / $599.99) * 100% = 19.17%, which again isn't an exact match, indicating the possibility of a typo or rounding difference.
  • $35.00 off $199.99: ($35.00 / $199.99) * 100% = 17.5%, matching option a).
  • $45.00 off $299.99: ($45.00 / $299.99) * 100% = 15.0%, which matches option b).

The correct matches based on the closest calculations are:

  • a) 17.5% corresponds to the $35.00 off a grill that normally sells for $199.99
  • b) 15.0% corresponds to the $45.00 off a grill that normally sells for $299.99

Note that the percentages for the $75.00 off $399.99 and $115.00 off $599.99 sales are not exact matches to the options given, so there could be a mistake in the question, or further information might be needed to make an exact match.

User Sergej Herbert
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