Use the Distributive Property to find the price of 9 CDs that cost $13.99 each.
To use the distributive property, we "distribute" a value on the outside of a set of parentheses to all of the values on the inside of the parentheses. For example...
6(3 + 9) = 63 + 69
For your problem, you only have one value 13.99, but we can split it apart to make it a little easier to work with (like with mental math). We can say that 13.99 is the same as 10 + 3.99. Now we can take it and multiply by 9 with the distributive property...
9(10 + 3.99) =
910 + 93.99 =
90 + 35.91 =
$125.91
Answer:
The cost of 9 CD's is $125.91.
Step-by-step explanation:
The distributive property can be described as:
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Here given is that the cost of 1 CD is $13.99
We can write this cost as = \(13+0.99\)
And the cost of 9 CD's can be calculated as:
\(9(13+0.99)\)
Further solving this we get
\((9\times13)+(9\times0.99)\)
= \(117+8.91=125.91\) dollars
Therefore, the cost of 9 CD's is $125.91.