You have $10
to spend on carrots for your rabbits. Compare the prices for two different-sized bags. Which size is a better deal and why?
(1 point)
Responses
The 5-lb. bag is the better deal because it costs less than the 2-lb. bag.
The 5-lb. bag is the better deal because it costs less than the 2-lb. bag.
The 5-lb. bag is the better deal because the unit rate for the 5-lb. bag is less than the unit rate for the 2-lb. bag.
The 5-lb. bag is the better deal because the unit rate for the 5-lb. bag is less than the unit rate for the 2-lb. bag.
The 5-lb. bag is the better deal because 5 lb. is more than 2 lb.
The 5-lb. bag is the better deal because 5 lb. is more than 2 lb.
The 2-lb. bag is the better deal because it costs less.
The correct answer is:
The 5-lb. bag is the better deal because the unit rate for the 5-lb. bag is less than the unit rate for the 2-lb. bag.
The 5-lb. bag is the better deal because it costs less than the 2-lb. bag.
To determine which size is a better deal, you need to compare the prices per pound of the 5-lb. bag and the 2-lb. bag.
First, calculate the price per pound for each bag. To do this, divide the cost of the bag by the weight of the bag.
For example, if the 5-lb. bag costs $10, the price per pound would be $10 divided by 5 lb. = $2 per pound.
Similarly, if the 2-lb. bag costs $7, the price per pound would be $7 divided by 2 lb. = $3.50 per pound.
Now, compare the price per pound for each bag. In this case, the price per pound for the 5-lb. bag is $2, while the price per pound for the 2-lb. bag is $3.50.
Based on this comparison, we can conclude that the 5-lb. bag is the better deal because the price per pound is lower ($2) compared to the 2-lb. bag ($3.50). By choosing the 5-lb. bag, you get more carrots for your money.