Question

@shadow The selling price of an item is ​$360. It is marked down by ​10%, but this sale price is still marked up from the cost of ​$270. Find the markup from cost to sale price.

Answer 1

\[(360 - 360(0.1)) - 270\]

Answer 2

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Answer 3

It says 360 is marked down by 10%, so find 10% of 360 then subtract that from 360.

Then subtract 270 from the number you get above to see the markup from cost to sale price.

Answer 4

idgi

Answer 5

i dont get it im slow veryyy

Answer 6

and dont pay attention

Answer 7

Step 1: It says the sales price of $360 is marked down. We find this by calculating 10% of 360, and subtract that from 360.

This looks like: 360 - 360 times 0.1

Step 2: In order to find the markup from 270 to the new sale price, we need the difference of 270 to the new sale price.

So whatever number you get from the first step, subtract 270 from that, then you have your answer.

Answer 8

Following PEMDAS, make sure to do the multiplication first, then the subtraction.

Answer 9

buut im dumbbb

Answer 10

Do 360 times 0.1

Answer 11

kk

Answer 12

36

Answer 13

Now subtract 36 from 360

Aka: 360 - 36

Answer 14

ik

Answer 15

324

Answer 16

Okay now find the difference from 270 to 324.

Answer 17

kk

Answer 18

-54

Answer 19

It's 324 - 270, but all you have to do is change the sign.

324 - 270 = 54
270 - 324 = -54

Answer 20

So you want $54

Answer 21

ok

Answer 22

A department store buys 400 shirts at a cost of ​$9600 and sells them at a selling price of ​$ each. Find the percent markup