If the new sales of somethin is $ 273.00 and their givin u a 30% decrease then whats the original sales?

Answer 1

$390. Doesn't your computer have a calculator? Just curious...

Answer 2

the original price was $ 390.00

here's how:

given that the new price is $ 273.00 and a 30 % decrese..

u simply divide the 273 by 70% (0.70)since der was a 30% deduction..(100%-30%=70%) which would result to 390


$ 273.00 / 0.70 =$ 390.00

to check simply multiply the original price (390) with the 30% deduction (0.30) to get the amount equevalent of 30% which will be deducted to the original price.

390 x 0.30 = 117

$ 117.00 is the 30 % of $ 390..

then deduct 30% (117) from 390..

390-117 = 273

$ 273.00 which is now the new price....


got it..?!! godbless...

Answer 3

If the price is $ 100. then the selling price will be $ 70. ( decrease of 30 %)


If the price is $ 273.00. then the selling price will be

= $ 273.00 xX 70 / 100

= $ 191.10

Answer 4

This means "273 is 70% of what number?"
Using algebra, the equation is 273/70 = x/100.
Doing simple algebraic manipulation, this equation becomes x=27300/70.
The answer is 390.

Besides the math, you need to work on your spelling and grammar.
New selling price, not new sales.
SomethinG.
They're, not their.
GivinG.
You, not u.
What's, not whats.
Original selling price, not original sales.

Answer 5

Well, it's more like .7x =273, so I think the original price is on the order of 390 plus sales tax.

Answer 6

390

Answer 7

100% - 30% = 70%

70% of X = 273

0.7X = 273

X = 273/0.7

X = 390

The original sales was $390.00

Answer 8

$910

Answer 9

$273.00 x 30% = $81.90 so $273.00 + $81.90= $354.90?

Answer 10

you mulitply it.
273 x 130