A store sells DVDs for $15 and CDs for $12. What is the total cost of 5 DVDs and 6 CDs?
(1 point)
Responses
$57
$57
$156
$156
$38
$38
$147
$147
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The total cost of 5 DVDs at $15 each is 5 * $15 = $<<5*15=75>>75.
The total cost of 6 CDs at $12 each is 6 * $12 = $<<6*12=72>>72.
Therefore, the total cost of 5 DVDs and 6 CDs is $75 + $72 = $<<75+72=147>>147. Answer: \boxed{147}.
To calculate the total cost of 5 DVDs and 6 CDs, you need to multiply the cost of each item by their respective quantities and then add the results together.
The cost of a DVD is $15, and you want to buy 5 DVDs, so the total cost of the DVDs is 15 * 5 = $75.
The cost of a CD is $12, and you want to buy 6 CDs, so the total cost of the CDs is 12 * 6 = $72.
Finally, you can add the cost of the DVDs and CDs together to find the total cost: 75 + 72 = $147.
Therefore, the total cost of 5 DVDs and 6 CDs is $147.
To calculate the total cost of 5 DVDs and 6 CDs, you can follow these steps:
1. Determine the cost of one DVD: $15
2. Multiply the cost of one DVD by the quantity of DVDs: $15 * 5 = $75
3. Determine the cost of one CD: $12
4. Multiply the cost of one CD by the quantity of CDs: $12 * 6 = $72
5. Add the cost of the DVDs to the cost of the CDs: $75 + $72 = $147
Therefore, the total cost of 5 DVDs and 6 CDs is $147.