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lordcaos066
16.12.2019 •
Mathematics
Ray wants to buy a hat that costs $10 and some shirts that cost $12 each.
the sales tax rate is 6.5%, write an expression to determine the amount
of sales tax that ray will pay on his entire purchase. expand to simplify
the expression
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Ответ:
Expression is :![Tax=\frac{6.5}{100}(12x+10)](/tpl/images/0420/3853/3532a.png)
Simplified expression is :![Tax=0.78x+0.65](/tpl/images/0420/3853/32e03.png)
Step-by-step explanation:
Let the number of shirts bought be 'x'.
Given:
Number of hats bought = 1
Number of shirts bought = 'x'
Cost of 1 hat = $10
Cost of 1 shirt = $12
Sales tax percent = 6.5%
Since, cost of 1 shirt is $12.
Therefore, cost of 'x' shirts is =![12x](/tpl/images/0420/3853/1f80b.png)
Now, total cost of 'x' shirts and 1 hat is the sum of both the costs. Thus,
Total cost is,![C=12x+10](/tpl/images/0420/3853/f9a73.png)
Now, sales tax applies on total cost. So, sales tax is given as:
Now, expanding the above expression to simplify further by using the distributive property of addition, we get:
Therefore, the simplified expression is:
Ответ: