Question

Anthony decided to buy two DVDs that we're not included in the deal. His price was $21.60. The sales tax is 8 percent. What was the cost of the two DVDs before the sales tax was added?

Answer 1

sale price = cost price ( 1 - sales tax)
sales price = 21.60 ( 1- .08)
sales price = $19.872
Hopes this loves.

Answer 2

Answer: $20

Explanation:

Given : The price of two DVDs after tax was added = $21.60 (1)

The sales tax rate= 8% = 0.08 [∵ To convert percent into decimal , we divide it by 100]

Let x be the cost of two DVDs ,

Then tax amount = sales tax rate x Cost of two DVDs

i.e. tax amount = 0.08x

Now , The cost of two DVDs after sales tax will be : Cost of two DVDs+ Tax amount

x+0.08x = (1+0.08)x =1.08x (2)

From (1) and (2) , we get

`1.08x=21.60\\\\\Rightarrow x=(21.60)/(1.08)\\\\\Rightarrow x=(2160)/(108)=20`

Hence, the cost of the two DVDs before the sales tax was added was $20 .