From the problem statement, the sale price equals the wholesale price multiplied by (1 + 40 %) = 1.40. Therefore, call the unknown wholesale price w, and w(1.40) = 50.75, or w = 50.75/1.4 = 36.25.
The markup is 40%, so the bookstore sells the textbook at 140% of the wholesale price. To find the wholesale price, you divide the selling price by 1.40 (1 + 40%). Therefore, the wholesale price for the textbook is $36.25.
The sale price is $156.00
The retail price will be 400 dollars. This is a high markup percent. You can get so many deals by participating in auctions or going through wholesale places.
No, it does not make sense to say that a textbook is about 99.9 percent empty space. A textbook is typically filled with content, such as text, images, and diagrams, so it is not accurate to describe it as mostly empty space.
Suppose the wholesale price is x. Then 35% of x is 14.70 that is, x*35/100 = 14.7 or x = 14.7*100/35 = 42.00
You can usually receive a wholesale discount when you buy ten or more computers. Usually you'll get a 10 percent discount off your total order when you buy wholesale computers.
The new price is 27.14
50% markup.
55%
Are you in WAVE and you are just too lazy to read a textbook
The formula is: 1.3y = 213.90 Where y = wholesale price. Solving for y: y = 213.90 / 1.3 y = $164.54
No, it doesn't make sense to say that a textbook is about 99.9 percent empty space. A textbook is filled with information, illustrations, text, and other content, so it is not accurate to describe it as mostly empty space.
i dont know this answer sorry!