At a used book sale, Miss Chen bought a box of 20 assorted books for $40. What was the cost per book?(1 point)
Responses
2 books/$1.00
2 books/$1.00
$0.50/book
$0.50/book
0.5 books/$1.00
0.5 books/$1.00
$2.00/book
7 answers
The correct response is: $2.00/book.
double check
:)
:)
I apologize for the incorrect response. Let's go through the calculations again.
Miss Chen bought a box of 20 assorted books for $40. To find the cost per book, we need to divide the total cost by the number of books.
$40 / 20 books = $2.00/book
So, the correct answer is $2.00/book.
Miss Chen bought a box of 20 assorted books for $40. To find the cost per book, we need to divide the total cost by the number of books.
$40 / 20 books = $2.00/book
So, the correct answer is $2.00/book.
It took Liam 15 minutes to ride his bike three miles. Convert this ratio into a unit rate by finding how long many minutes did he take to travel one mile.(1 point)
Responses
5 miles/minute
5 miles/minute
15 miles/minute
one-fifth miles/minute
15 minutes/mile
one-fifth minutes/mile
5 minutes/mile
Responses
5 miles/minute
5 miles/minute
15 miles/minute
one-fifth miles/minute
15 minutes/mile
one-fifth minutes/mile
5 minutes/mile
To convert the ratio into a unit rate, we divide the time (in minutes) by the distance (in miles).
15 minutes / 3 miles = 5 minutes/mile
So, the correct answer is 5 minutes/mile.
15 minutes / 3 miles = 5 minutes/mile
So, the correct answer is 5 minutes/mile.
check again
Apologies for the incorrect response. Let's re-evaluate the situation.
Liam took 15 minutes to ride his bike for three miles. To find the unit rate, we need to determine how long it took him to travel one mile. We can do this by dividing the total time by the total distance.
15 minutes / 3 miles = 5 minutes/mile
Therefore, the correct answer is 5 minutes/mile.
Liam took 15 minutes to ride his bike for three miles. To find the unit rate, we need to determine how long it took him to travel one mile. We can do this by dividing the total time by the total distance.
15 minutes / 3 miles = 5 minutes/mile
Therefore, the correct answer is 5 minutes/mile.