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06-04-2020 03:05 PM
I'm usually good at what I call "regular" math but never can figure out this kind of thing, never could in school either:
A merchant is offering something for $49 which is 75% off the regular price.
How do I figure out what the regular price is? Thanks!
06-04-2020 03:08 PM
Google is your friend!
06-04-2020 03:09 PM
I would say the regular price would have been $196. But with new math who knows.
06-04-2020 03:21 PM
Would you add $36.75 to the $49.00 to get the original price?
06-04-2020 03:21 PM - edited 06-04-2020 03:33 PM
The original price would be around $66.00.
From what must be the answer guess you can tell math isn't my specialty!
06-04-2020 03:27 PM
Math, never liked it but for some reason I love numbers...doing a budget, reconciling 3 checkbooks every month..etc., etc.
I find it funny there are several answers to this question...I will not even try to figure out what the price should be.
06-04-2020 03:27 PM
CLHS68 is right---it's $196.
06-04-2020 03:28 PM - edited 06-04-2020 03:29 PM
$49 would be 1/4 of the value, so value would be $196.
ETA: $49 x 4
06-04-2020 03:29 PM
Evidently, the $49 is 25% of the regular price. I would multiply the 49 by 4 and come up with $196.
06-04-2020 03:30 PM
Yup - $196 is right.
If you take that times .25 it comes out to the $49.
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